{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "source": [
    "import pandas as pd\r\n",
    "import matplotlib.pyplot as plt\r\n",
    "import numpy as np\r\n",
    "from osgeo import gdal\r\n",
    "gdal.AllRegister()"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "source": [
    "# 读取TIFF遥感影像\r\n",
    "def read_img(filename):\r\n",
    "    dataset = gdal.Open(filename)\r\n",
    "    ncols = dataset.RasterXSize  # 栅格矩阵的列数\r\n",
    "    nrows = dataset.RasterYSize  # 栅格矩阵的行数\r\n",
    "    proj = dataset.GetProjection()  # 地图投影信息，字符串表示\r\n",
    "    data = dataset.ReadAsArray(0, 0)\r\n",
    "    datatype = data.dtype\r\n",
    "    adfGeoTransform = dataset.GetGeoTransform()\r\n",
    "    #DEM的平面四至\r\n",
    "    Xmin = adfGeoTransform[0]\r\n",
    "    Ymin = adfGeoTransform[3]\r\n",
    "    Xmax = adfGeoTransform[0] + nrows * adfGeoTransform[1] \\\r\n",
    "        + ncols * adfGeoTransform[2]\r\n",
    "    Ymax = adfGeoTransform[3] + nrows * adfGeoTransform[4] \\\r\n",
    "        + ncols * adfGeoTransform[5]\r\n",
    "    xcellwidth = abs(adfGeoTransform[1])\r\n",
    "    ycellwidth = abs(adfGeoTransform[5])\r\n",
    "    del dataset  # 关闭对象dataset，释放内存\r\n",
    "    return {\"nrows\": nrows, \"ncols\": ncols, \"data\": data,\r\n",
    "            \"Xmin\":Xmin, \"Ymin\":Ymin, \"Xmax\":Xmax, \"Ymax\":Ymax,\r\n",
    "            \"xcellwidth\": xcellwidth, \"ycellwidth\": ycellwidth,\r\n",
    "            \"proj\": proj, \"datatype\": datatype}\r\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "source": [
    "img = read_img('\\demcode-learning\\dem\\Himalaya.tif')\r\n",
    "matrix = img[\"data\"]\r\n",
    "matrix"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([[6167, 6188, 6208, ..., 6074, 6067, 6059],\n",
       "       [6142, 6163, 6182, ..., 6077, 6071, 6063],\n",
       "       [6113, 6135, 6152, ..., 6078, 6073, 6066],\n",
       "       ...,\n",
       "       [5166, 5159, 5153, ..., 5860, 5848, 5830],\n",
       "       [5178, 5170, 5161, ..., 5852, 5838, 5823],\n",
       "       [5188, 5179, 5169, ..., 5842, 5830, 5817]], dtype=int16)"
      ]
     },
     "metadata": {},
     "execution_count": 3
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 周围加一圈数据"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "source": [
    "matrix = np.insert(matrix, 0, matrix[0], axis=0)\r\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "source": [
    "matrix = np.vstack([matrix, matrix[img['nrows']]])\r\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "matrix"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([[6167, 6188, 6208, ..., 6074, 6067, 6059],\n",
       "       [6167, 6188, 6208, ..., 6074, 6067, 6059],\n",
       "       [6142, 6163, 6182, ..., 6077, 6071, 6063],\n",
       "       ...,\n",
       "       [5178, 5170, 5161, ..., 5852, 5838, 5823],\n",
       "       [5188, 5179, 5169, ..., 5842, 5830, 5817],\n",
       "       [5188, 5179, 5169, ..., 5842, 5830, 5817]], dtype=int16)"
      ]
     },
     "metadata": {},
     "execution_count": 6
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "source": [
    "matrix = np.insert(matrix, 0, matrix[:, 0], axis=1)\r\n",
    "matrix = np.insert(matrix, img['ncols'], matrix[:, img['ncols']], axis=1)\r\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "matrix"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([[6167, 6167, 6188, ..., 6067, 6059, 6059],\n",
       "       [6167, 6167, 6188, ..., 6067, 6059, 6059],\n",
       "       [6142, 6142, 6163, ..., 6071, 6063, 6063],\n",
       "       ...,\n",
       "       [5178, 5178, 5170, ..., 5838, 5823, 5823],\n",
       "       [5188, 5188, 5179, ..., 5830, 5817, 5817],\n",
       "       [5188, 5188, 5179, ..., 5830, 5817, 5817]], dtype=int16)"
      ]
     },
     "metadata": {},
     "execution_count": 8
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 提取坡度"
   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "#### 新建空矩阵"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "source": [
    "SlopeMatrix = np.empty([img[\"nrows\"],img[\"ncols\"]], dtype = float)"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "#### 计算过程"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "source": [
    "import math\r\n",
    "def CalSlope(demMatrix, slopeMatrix, x, y,xcellsize=30,ycellsize=30, neighbors=3):\r\n",
    "    \"\"\"计算坡度\r\n",
    "    \r\n",
    "\r\n",
    "    Args:\r\n",
    "        demMatrix (ndarray): dem矩阵外圈拓展后的矩阵\r\n",
    "        slopeMatrix (ndarray): 生成的slope矩阵\r\n",
    "        x (int): x坐标\r\n",
    "        y (int): y坐标\r\n",
    "        xcellsize (int, optional): [description]. Defaults to 30.\r\n",
    "        ycellsize (int, optional): [description]. Defaults to 30.\r\n",
    "        neighbors (int, optional): [description]. Defaults to 3.\r\n",
    "    \"\"\"\r\n",
    "    searchRadius = neighbors//2\r\n",
    "    #坡度窗口\r\n",
    "    slopeWindow = demMatrix[x:x+2*searchRadius+1,y:y+2*searchRadius+1]\r\n",
    "    #TODO 以下计算是否改为矩阵计算,合理？\r\n",
    "    #FIXME 以下均由3*3窗口而写，若不为3*3，需改\r\n",
    "    _ySlopeRate1 = (slopeWindow[2, 0]+slopeWindow[2, 2]+slopeWindow[2, 1]*2)\r\n",
    "    _ySlopeRate2 = (slopeWindow[0, 0]+slopeWindow[0, 2]+slopeWindow[0, 1]*2)\r\n",
    "    ySlopeRate = (_ySlopeRate2-_ySlopeRate1)/8/xcellsize\r\n",
    "    xSlopeRate = ((slopeWindow[2, 2]+slopeWindow[0, 2]+slopeWindow[1, 2]*2)\r\n",
    "                  -\r\n",
    "                  (slopeWindow[2, 0]+slopeWindow[0, 0]+slopeWindow[1, 0]*2))/8/ycellsize\r\n",
    "    rise_run = math.sqrt(xSlopeRate*xSlopeRate + ySlopeRate*ySlopeRate)\r\n",
    "    slope_degrees =math.atan(rise_run) * 180/math.pi\r\n",
    "    slopeMatrix[x, y] = slope_degrees\r\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "source": [
    "for i in range(0,img[\"nrows\"]):\r\n",
    "    for j in range(0,img[\"ncols\"]):\r\n",
    "        CalSlope(matrix,SlopeMatrix,i,j)"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "source": [
    "slope30 = read_img('\\demcode-learning\\dem\\Himalaya_slope_30m.tif')\r\n",
    "slope30_data = slope30['data']\r\n",
    "slope30_data\r\n"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([[3.4000000e+38, 3.4000000e+38, 3.4000000e+38, ..., 3.4000000e+38,\n",
       "        3.4000000e+38, 3.4000000e+38],\n",
       "       [3.4000000e+38, 4.8088032e+01, 4.6855919e+01, ..., 1.1988885e+01,\n",
       "        1.4029470e+01, 3.4000000e+38],\n",
       "       [3.4000000e+38, 4.8902184e+01, 4.8003273e+01, ..., 1.0666646e+01,\n",
       "        1.1800707e+01, 3.4000000e+38],\n",
       "       ...,\n",
       "       [3.4000000e+38, 2.1697716e+01, 1.6017048e+01, ..., 1.8047512e+01,\n",
       "        2.9886377e+01, 3.4000000e+38],\n",
       "       [3.4000000e+38, 2.3225250e+01, 2.0244638e+01, ..., 2.2843128e+01,\n",
       "        2.8976589e+01, 3.4000000e+38],\n",
       "       [3.4000000e+38, 3.4000000e+38, 3.4000000e+38, ..., 3.4000000e+38,\n",
       "        3.4000000e+38, 3.4000000e+38]], dtype=float32)"
      ]
     },
     "metadata": {},
     "execution_count": 12
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "source": [
    "slope30_def = read_img('\\demcode-learning\\dem\\Himalaya_slope_30_def.tif')\r\n",
    "slope30_def_data = slope30_def['data']\r\n"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "array([[3.4000000e+38, 3.4000000e+38, 3.4000000e+38, ..., 3.4000000e+38,\n",
       "        3.4000000e+38, 3.4000000e+38],\n",
       "       [3.4000000e+38, 4.8088032e+01, 4.6855919e+01, ..., 1.1988885e+01,\n",
       "        1.4029470e+01, 3.4000000e+38],\n",
       "       [3.4000000e+38, 4.8902184e+01, 4.8003273e+01, ..., 1.0666646e+01,\n",
       "        1.1800707e+01, 3.4000000e+38],\n",
       "       ...,\n",
       "       [3.4000000e+38, 2.1697716e+01, 1.6017048e+01, ..., 1.8047512e+01,\n",
       "        2.9886377e+01, 3.4000000e+38],\n",
       "       [3.4000000e+38, 2.3225250e+01, 2.0244638e+01, ..., 2.2843128e+01,\n",
       "        2.8976589e+01, 3.4000000e+38],\n",
       "       [3.4000000e+38, 3.4000000e+38, 3.4000000e+38, ..., 3.4000000e+38,\n",
       "        3.4000000e+38, 3.4000000e+38]], dtype=float32)"
      ]
     },
     "metadata": {},
     "execution_count": 13
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "source": [
    "slope30_sa = read_img('\\demcode-learning\\dem\\Himalaya_slope_30_sa.tif')\r\n",
    "slope30_sa_data = slope30_sa['data']\r\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 可视化"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "source": [
    "from matplotlib import cm\r\n",
    "from matplotlib.colors import LightSource\r\n",
    "x = np.linspace(img['Xmin']-img['xcellwidth'], \r\n",
    "                img['Xmax']+img['xcellwidth'], img[\"ncols\"])\r\n",
    "y = np.linspace(img['Ymin']-img['ycellwidth'],\r\n",
    "                img['Ymax']+img['ycellwidth'], img[\"nrows\"])\r\n",
    "X, Y = np.meshgrid(x, y)\r\n",
    "region = np.s_[10:400, 10:400]\r\n",
    "\r\n",
    "X, Y, Z = X[region], Y[region], img['data'][region]\r\n",
    "\r\n",
    "fig, ax = plt.subplots(subplot_kw=dict(projection='3d'),\r\n",
    "                       figsize=(12, 10))\r\n",
    "ls = LightSource(270, 20)\r\n",
    "\r\n",
    "#设置你可视化数据的色带\r\n",
    "rgb = ls.shade(Z, cmap=cm.gist_earth,\r\n",
    "               vert_exag=0.1, blend_mode='soft')\r\n",
    "surf = ax.plot_surface(X, Y, Z, rstride=1, cstride=1, facecolors=rgb,\r\n",
    "                       linewidth=0, antialiased=False, shade=False)\r\n",
    "plt.show()\r\n"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [
    "slope = SlopeMatrix[10:400, 10:400]\r\n",
    "plt.pcolormesh(X, Y , slope)\r\n",
    "plt.colorbar()\r\n"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "<ipython-input-17-164bc11a14fd>:2: MatplotlibDeprecationWarning: shading='flat' when X and Y have the same dimensions as C is deprecated since 3.3.  Either specify the corners of the quadrilaterals with X and Y, or pass shading='auto', 'nearest' or 'gouraud', or set rcParams['pcolor.shading'].  This will become an error two minor releases later.\n",
      "  plt.pcolormesh(X, Y , slope)\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x2375ba0d340>"
      ]
     },
     "metadata": {},
     "execution_count": 17
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ],
      "image/png": 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uTfmzSYYNcvaZNwJfC+NUA7ZvIJx4itnAeb0GoHABV3n8kcVtnGavEWwnRNEHp54MxBPDzbRhfeVonpYcfstifML0EbGa2cVCwArEhG0TFnBOsINm3LEUoiiEkCz7JuBwrOeAqNBYshqkY5mIZbptKpp021COAggi2nkzHgi6IYwzIfi8UeTP0x1pcC/XOdj0UbHRsyOGO3OKq5bqRq+Z2wgeo5tLEvwskqw24Nw2H3uToYGg95jrwHWJ6cOOWBjctqQ/MkhMXH9mTrGJHPzVb8DRAcOdORIril/4OrFtQQzm/BQZBnCWOCkwQ8Cue2JdKEZdOKTXRMPebLEihMOG0Dg296uMoaNwVA3b+4nQJFIZ9VytHHHhMF4z6/m7ieZK76txZhlmep/EAiRYQq0bqa+EYWpIThuaxUY3wHIZKBcj7umKUJ9hvCWUsHyrQNIcezph/WpFdyyEWquU+Qd5Y3kiDFPBTx22080gVBAqy3hQEAsY5lGbl1PNgNM0EF3SZyBn+6F+PlTmRCL8FqNFv1BBGwO+zn9sDW4r2BbKVS7Bcmnqp0AREZsQSYRouGgbFldT5u9pKeVypllstKkUC9l3rUNhMEZLX1KierAEH0g5UCOiAbuqIGdF42GJnQx849E5ptdAMRworjj7VgeLJRxOqK/jvrPvthEzajCwnWMcbGaDoFkou869ZsYazG6PU8aEGSK280gwdKd6cpKFYAEUCohWz1tyGgAlJXydM9VKA4yfJJqjlnnT0weHk0DlvBIZtpboNNi7jR5bP1i8TVCCSEImHj8K7j3FziXqBpGcZHbLbeqzayyaPpFy5r1jNuw2FPF8GyE1WfClBms/i9pIfJa9kVkI5MCD6OeNctvUNJkVtGOSGK+fBZOrmtwvkAihtvjXDnUzn5ZITEjM2XO6/RypSMSYoNUAtKsaSHn/zRCXeDCbAWNg+GiFryGUhvo6Ul8McHJEKhXmioVB7t3Fth0MekKkriDEzBiJSIz4WYGpLGW7gnJXoowQAjKtiIWhO76Fn6KD/kQDWipzmRUEt9WqZsegqZaRYu2Jztyya1BorT/UBMn2SXsHzS0kFWqFinzlGA4s9UTDix0yFCWwveOQ6NjeEbozkE+uGSVx+WiCbQ3FWq9psdLfUd9EJCSGA8s2Cclp0hJLxcBTyMfuErFOhLT7fM8v0EZeBu3f9EoG/EHEbs2eTWGH26ymurnNdEhK53tydUDoLZOvlZw9Thy81++bWIjoQyCiD2mjUSIVgs+7tusSFBbKQgP16bE+PE0NMcJqDXXFxeccdb1hs6xxHiaPA9u7yj4wq47UdtibDbUzhKkj1PqA1g83SAi4z50yDBYpgwaKEaW17ah5STNu8fo9O2gT0nZeseTSYQfF0ndQg0TY3pH9JkF+AH0ttHfYU7PGewPTo5bz2ZqmGHEZFFxsa8abChPzg2CF/lRvYHfjiFvLYBJYoPGkKtKdWpIxlKuMEe/ok1EbRdrd13MfnWiADwnXCsUmwzyZRhgqoT0VzVwLCE0iTCMyHUnBwMZqIK0iySZkzNdPAKtB1m10A5U9xKKBqVxl+CtXLq7TJrMkhZj6I0ex0gboONs18fJ9aBMUieQBk4iTQG+MNim5DXKyEVwHxTbi+oiEAD5RX0f6Y8s4g5Ovjtith6sbxFmqqyUUjnQ4g9KS6mOGY92M63evsW8/JN05BWcYp5b2tOQ4JNz1Ftn2EAKEiJ+VtOcF3ekt+2hPHQ0CvcGtDbaDYq3PkdsqdDROhGFW7is6JPc7LPTHoll6AUkSqQoklxCXSKMgg8EtLcVaaA5LzJgY5tpXSkZ/tyTwM2XhHJQjB01HcbRg3VdcLWaE0dB5w6o1lNeWe39z5OjLC9xHD4gFuK1hnArtvUKvhUByiVhHYq2wmOmfXyMyvAzav/mllDAhVIlYgG0l7/ogPRSt0rn6YyFsDWmocEtDcwNH3wyUN57iqkV8xv0yxzpOS83EhtzRLiTzTYU4auNODmbIbEqc10g/IldLUtshR4dc/a77mB+9QSRx8jMVxicWb1m2ryZsKyw/f4difUr9YInEqLxbn+iPHMlMqC47ihXKSig0uJSLtIdqoku4ViESGSLiE3aMFDedHm9V4OcVvtYg6dr8kOXqQ56hFfenOfjNA1SRohm5M99SFyPHdcvdekkfHU/7OT5YKCNxIvq1DCRvMFeFZmeZgZEMhEEwXrns3Sl0p0KxFsygAdJ1iimLTwyHVhths1sM2w7gWlHWRWPoznJJv8uupxF72uMk4TvtYUiRSJmnLaPB9PmYIphRMD2Kze7413uub8JXssfGdwF9c6/IkBEg4DqD7bRJGUoN/sUGYiX4aYaxcoaayqRUQLQKREDWu2NRmiUpIRc3zIxhnB2zmAqr10tmDwXMfeyywx9P9smEDJ7QOIyPlA8WjHfnFKNHVhulOX7ikGShPykhJRwg2540aRgPnDZ5jX7m6ub2HtBjFpqneq80F5oodMeW7Zlm48nq9bL9LbYdM2QlEaKBZJ6pdiRiqqiVxyjEwdAf6v27fSNgDwfERPxoiZ3FLh1mbRn/9jHXI2w+EmHusZXHFpHQWsxgCHXiyRcLqqsjmstIEph/4DFDYnzH0h0bvV7c3ktmANc/v7jzvDJtEfk3gH8Z3Qt+BfgXgQnwZ4A3gXeAP7rT///7rRcqaOvDqXQkM5r9DeVazdBsF/ETo8yLQUvyYqlNoHLpKZ+u4d2H+l6nJ4gVknMalBOMU7vv/Icysy0Kwc8rrLWYQbNarhdQV8jhOW//8+f4t1rSuwfM3jXc+akv0/3IJ4iu5OjXhMnTgG0Dw4GjFsE+usa+3RJubii/8BmG05pYWqYfRtZvWOLE4zqYPPEkJ/ja7MtxMyiUY3yCCGGq9IQwcSQR5a22uwzV4KcwnOQ6/azXxs1oEYFpM1AVntIGYhIMiU/NH3M1TPny5T3t3rcOBoPpDLI2iC8oF89UMwJ+qg8qXrAZKzY5I1Xcl32wHKeWYS5s7mdopk7EMoJLMBrFVL1mTcnmDdRoViuNvmmKBtYOO2hgTCZp9hagWN1m1doL0N8dywx/ya6ZK4QJDHNg//OKherv1uMulsrjtl1mVbiMUW8EfwhS5OgVBGLG0MuIJINpDdHCcATb3pCcwwxTzLzBDJ7J45GxKbUSsgUny4HlZ09Zv2owIzQXEddGJEHz3lIzaCAeTpFvvo/cv5vpkroJhcaBTLClIxmToY60PyfVTdz3DkKjn7FLgu1g+4r9tiEmHb565pmLt2yQYgUYTWp2PZbkIDqnUEmdkNxHDTUMx4nmzoaq9GzbEh8F8QbX6jULDfQnCebjHs60RaC+O2CNNh23XcmiddxsXR7+CtgikqInbAtmbzvqC5g89Uy/udAhsMP6eYUcxueAaYvIq8C/BnwmpdSKyE8B/wzwGeD/m1L64yLybwL/JvC/+m96rxcqaCerWVcqE+ThBS2nheYiZ8+FUF+Bn2gGVC0T5SpiW73p5e65YpzOEg4n+Ikj1NosG6eCz539ZDVDQqC9UzF9EJG1h/UWyhKcI04rDr+RWNBw8LZiGOMXPkZ7Rxsmd//WUoP8MFLcOaS/O8McNxRXW4z3yNMb6m6ix5UazCD4XvHj7sRR5vLcNwZJsseK9+fDaGphB/bHPszzP+445icD1XRg1vT4YOhNgbURZ3U6bdOXjN5y786Si2HGLz59lXVb0VQjrgr4mzJP82nWHJpM+5tEYh2hipTTATGJ/sMpRRDs8haLJ+mxjRPJVZDSCsd5hEJhDZJAHQgCkrO3FDRr1inGBNEQrgvsxjC5lj1UEWrZD7ZApm1m7F3ZNLKnAMZq1/NIhDpCsWtiiOKjVst8AFrLaIS0NMQSxqlCAm6V2TdLRzwboA6wdpigWXvyBrs1lDe6eYQaunNI1mCGktm3Vph2xBxUuC4RN4IdYP0RbVIfvBuoH3cMRyXVRUcqLePpBE4nt9OnhweEeYPbRnxt8ZVBxkSaOGSMpMJghki5EiQpLl3dBJqLhGsdN580jNPEOEuEmv1cgPjbwTKJes6S1XM5f6jzCXbda/VXF8TS4idK2Qu1MBzoe2nfRH/e/rYlp7MNAE0x8jTO8FEY50JyCWaeovZMq5H7hwtmxYDJWUppPaXxFBLZhJKLbsoQMqzoPDEJQ7AMbzhWXcXT0fH+5SGm1WE6/tpziDmk5wmPOKARkRHNsB8CfwzV+wf4U8Bf4f+fgjag5VlvkFEfQoname8Prd4oVulbtidjpZlzPQTER8ij47FRn4TobnHI3Zisn+jDXXjNuJvLwH6EuK60i1+X+HnJ6nWhusyBcyLY1mP7UgcsLhakxQo5O8FuB8bDkvGwoHxPOdtpsSKdzDHtSKhkz3yIDuygwXqYGd1AvGK0z45sKy0ud9dzYlEuFZscDnYjwcKs6amd52ZoMCZSuICRxDA6tm3JycGG83rNxpe0fUHpAiEYxqc1trsdRElOg20qEjQBUyh7pCz09f3BiLmqNBvils3zbLNKs/S4Z3tIzlJ5drw9KVNkP3YthkSkWFrKBfshoFjoNYs5G7S9XoddM1NZK3rcodmxUtLt9GJ/W8Uki2b8CZLXiTzT58aXhTCPUAXCWGAHIRx4jCSS1zfbT28GzV5dhhbGkAd7HEw/2OpUqDP4WjfnapGob0KmykWm31rijxqq6x4JAXvVMdyZ4ScOt9WdKl5eIaeHbF6xGZ8P+2ZucoKMEYdOj/pMlawfauDsTg6oL5QBFGr2w0VEhRRsr1BWMnp/xVwpERKmHZCblV7b186IhaE/snqNKw36xRqaK20ePvnnWt46umEzlvSjY7FpCIO+Ph16XD1yfrTmoOo4KJThNURLRChNwEdLTAJ2pDSeO/WabSi56WvascAngxHNzud1D3XPqvB0fYEfn9nJv5eVIHxnMftMRH7+mb//ZErpJ/dvk9IDEfkTwHtAC/wXKaX/QkTuppQ+zK/5UETu/Ea/6IUK2uJ1OCLUoo0x0SzAjKqvYIZE4ZMyLUy+gbOWRCoM4aDWwB0SphugF8qYwAihsiRxxEzf2jMBCohPdeQ6FRZKRyod7f0J2zOr/N8BZu93lO9eMLxxxuRRz6z1bD/9ChLvsvhoSahh9kEk1ELx+gnF0w3S1PhpSawLxonstU5iyX78eofXPRvEos2vOdBy3k8Ur737sxq81vcN3e/YMF7UiIncma5xOUW/2Tb0g6NvC0LrkCLxu++/zYFt+UsPP0PflRgb8YPFdgaJ8m1wR6o0u0YgBsWSChM4n645nW54J5zjLwrKpTJ7YgHDUdp39DWb1Z8ngVkU++GmW9w07bFim7FJ21uaJ/o5fa0c/GQ16BTbHcNGs+uYJzdDlY95N7iTNFjRgfF2/7nGWa4cciPTrQy2UwqfBD2m9LGOph5ZtXPVBRFIScBFUoVm616wraG6gWKdKDY63RomOTHoNXHoXjukP9bgdfiNDdJ54rTE9F6HZCalasSIEJuC8bAgOqG68sp0cQ5CIDlgVDgM9Fg1YRmQ7S0zR3VqAtKNzN9xNBeFygfkhMUM+RnZsZo2I4jQnWufJJTCcGgxYUKZNVXauxX9odE+SgITQQZoLgMHf+cJNz90l0/dfcKj9ZzLr53t4a4d4+a1Tzzh3mTFxA0M0fLVy7v0g2Pe9Bw3Wwax3PQNm6Hk7my1D+o+GrZjyaYvabsSayPzpkMErImcTLbEiTB4x7eeQ8x5Fin6DdZFSumH/n7/KCLHqGT0W8AN6rT1z/9mjumFCtp2hPl7ic19zcyOv5Y4/Eark4XGIIPPQjqJVFjipGQ8KAm1oZ3UmJAoFiO2D8gmQIzYTU8qHaSErQ2uUBwzFjAeaHldrlRVR8YaMwa2r07Y3nH4Whs52pkXuk/eRWJi/UrJ9q6Wi81TOHzH055aLr/fECq4/GyD7RsOvpVwvW42rsuZdJ48HCfPwDQDkMvNHU4cXWZ0uExdXBg+/ImRN954SlxPuTfb8PmPfZUP2iPOqzVGIkYSDx4dgzeYpaNaC/YzS14tr/ny5j5Pb2aqR5Qzi1gmFK2QfQPKLSzRWcUkPXSHJZuZZ7hrmVUDr756xQNzTF+UFMscFEbFjEOKGpTzpCCDobyS/ca3m57baWyYoBhqsdWpvpg1SnbY9G4IqdhoNpmsQki+yc00k4dq+tvJyN1mnCyMVd70prqJ2JXSSLVBl6gWie7IsH4dmnqkcDq1FzJbQoxmedEY6AxuYyiX2sBLotfPT1Qeodgk4rREkkJ4oN9L1kDtMN2IWWyh7bApgTGkyqkgWcqMGhH8QU1ROPzxRLnjFsaZVfy7CxoUS4evHbEwuUJDEw4RxEfsxiOjwfaBnc6LjEElGaxRemvlKJ1ga0sslf/fHzpCPcNXhu1d1RcpNrmn1On9MX1vSzie8fQHDbRTnn5wTLVS2qefaAPcTkd8sDzcHHC5mtJvC9KyINURZyO9n7O8meCqgLWRCzPligkhGUIU+qEgRsHYiEhiCBZrEiEJ7ViQEtpEfy5LCM9nUuf3At9KKT0FEJH/BLVJfCwi93KWfQ/4Dc3HX6igbYZEtYx0xxbbweE3WtzDa3BW/9vzWAPydI0tC8zJAaku8dMCRPJUnd6oACqgY/Z/Nz6pIM0gdKeKh3YnYAeLGUrc1jNODdu7Gkyby0RzESjfvWTzubs8+DFLrBPFQjj9VW0mudXIwXKkuinoTizdkf6u4VCwF+ybnwiU15b6Ijd3MiVv18gDDQjFNumwQ6lZUHUD8/ci/9h/7xcA+LNv/xCbRcMnD5/yR+7+PFd+yn/2+Af44OYIc1GSXKJYalD54r0HADzYHmJdxLlITEIYdvjkLXykqnEK3+yOqXkopKJgtT5mcThSzgeKxjMK9KXDDAbbatYsg+hpXjjsVjPS5mna0wJ3wVS1OmRPW9TNSgg52KXMq05Fhl0maCMwsZ+qTKJBPVnwDpjkjW4alaedBaMkgs2c/+kDFcE6eHuDfXTNg3/6dVZvRTgemDpt2NrGkyKqTpeybkZvqK60MS5eG5z6OXQDvvOLHW7Z4+cVzCqKtcdP7H6C1faRYjuQygLqAhkCqSlzpmz394Det8Ddc2SM2CFBecsdN2PC9J5kVY1Rog447e7tZAyx0mle2wdkDFr7O6Nfc8AGEB8pn6zxR5N8c1aZ/qiMjc2rEIuE+UDhMwTm74/Ydz/kyT/1ScI0crNpsAcDY5sbs5OIlJEUhUePjqCzVI8tk1wth4lleHBEsYSzi8T2rjAewOXhlFRF3Fz5vTFo09e4SDKJNpYYSVgbOZ5umRYDpQl85TnEHG1EPpeg/R7wO0RkgsIjPwH8PLAB/gXgj+ev/8/f6I1eqKCdjDDMdBrLtWBXHYyjBmzQybAYYbEkDQN4j4ggZUnR1yRr9QYFvZFzSiljuJX0lN2Qxe2ACGRIojJErxmLn+rJKzaJ5lELdamZ3N0BVo7ZB3D41YUOOqy2umEMx7i2xA7FfiR9t3bMBJszxx1VL7rbyT3g2yQzTe7SuxaO/8tvMPtjHdtQaqm+sSyGhnO7ZBVqrtsJ42j3mapEzTKnbqAQbeqMnVPIwxtoFSLYBVQ9wbd/3g1L7KQ03Vrw4giN32tYpEoHgMVnuVmDcqdXmn2WKz1/isvfjrabACklgs2YtMnsjQx17AaQQpNx86zCt4dx7O0msxue8Ttu8e7yjxmr96ryVy5g8jTgNgH7+AacY3M/kQ49RRWwEhERbBFy0IAwirJrBoWCdiJjfpobeGu9lsXFBrleYeo7Kvla21tVOqOSpjrFhGbYu2ojolOAWQkyGYPdjsgwYjcGUnMr/Zo/5+7elgR2UK2RRE5STIZAEtoISEkpqEmlX2NVYFLaD4ylusDkZ2P3HIRKJ2jHgwBWh5AUotJBr3TnRMW1ckPXFYHBoD2MAGkw+uAMBrtRFUG3eYb62UF1nZg89iSjU5pEQ2gELwViE7bxuCJQFV4z7VHDmJHEvOyZuYGJG36jcPIdrQTPJdNOKf0tEfmzwH8NeOAXgZ8EZsBPZQeu94A/8hu91wsVtHfBZvZQRaPkyZUG3kmjsIiPuSslCpc4R+o6pB+QFFXVrnmGCuQDaVJBSpjBI2MBlWKdbpt0WKJkH7xDIaS51QnDqUYh10bMdsCfTNncdRR1T/nlijs/cwEfPtXfUxQwnWC2A1U7In7CcOgohL2SXbUQQlHip/oAuA4Gr3KpKjCUA23U5mjMeC4FbO7Doz/0Sb68hMOy5ej1BcfNlh8//TVWseZvLj5OOxSqY5xlRc1ONCkJ526lTbXLCtsL9YXsGQRJMqRgbzcwzWgTIWfAkB/SJCrEtcMvbdLA7TVA2k4ZKLMPVE5XQtLptkLyJrCrhMiMFa0oKDOzbsJemzkWKrO6x6nzFKgO7iTdcOItjBRrfW1xoxlxuQLbasO3uQq4daC82CCLNelozurjB4TDgC0Dk6ZnVvV0viCMNmu0Q2gdxY3VCdgMv8QSxrli2bMPEwdvbzWLrUrssoVZTagMtg2YMWllaIRYOuxqBD9C4TTh2PTYo5r2jvLHpw8S9mpDurhCZlOSOSKUkgew8jnPioi20DF5CjTJmJXYTmV7kzG68VlNdmTMWbcVfY4oICaStcTKMc4LNnct40TY3oPxKGBPeqLXDYgIk6f6+9s3j2jPgYlXqGNwe264GQzRRHDaBC5WctszkDyxmmNtd+aIpW5c5RLSShj7guEw4g76fcCO0WizEghRuNhMWbqa0vrnFnbi88m0SSn928C//fd8u0ez7u94vVBB2wyRg2+12OstcnFFGkZtyhghWYt04+3NWylwKuQsZhhVVD7okAMhgjXEpiBZox33NpAKQ39o9qW57TRbkqhZRhDJD4oOqQCQp+baOzA+rTn+MCGrLSkmFak/OiQ1JXK1BO+x0xIzs1SXA6GxJCOqVdwnQpPlSTP7JTrFwaPL1UWXh4gyS0a8Ntw29+Fb/7dPcPHbI0evLXhlsuK9/pQ/9/ALPFnNMSbiXGAsI/RGm5ivt7zVXHITJlxspjogImAHVaCrr3TkfnPPapbLrkzPPHaSMkkSt1nywmlGJ9pwwunEYBoMdmv3GenuHCrFUm7lCYIGQNfdtuyju1Xu2zeHnQ4uua1m2KHUHkTMzU4/yz8sQBDKhU7/lQs9j9NHnmLt9bw/XZEeP0VeucP2++/z5AuOUEL9AbQfgVfuPeGk2vKVi7sKhwBp1JJ/tzkkd3sOyoXg1qrB4WcFsbJISBSPltjUaoM8olCGaJPbz0ti43AXm9sbftSM19daccTSYkX0nm9qbUDuMmfJCoiDYkKxVGZMtAqjSbA6PbvYQuGIVUGqLAR0UEcE6UZSXRAOG8RH+rOG/kQV/FavZ2jpwGMq7Ronr9TBUAlrb9jerYgGxjOPcRqw/WBJVcQnSIcjxmpmb7dmrysieWz9VntbGOe3FZPLp0T54Ib+yYQ+SK4EFTtKFkYDY6f3z/Ni6T2vTPt5rhcqaEs/4j640L/sMuodlu296jR4ba6kYSQNA2ItKQTNukPAzGea+daVwikhERqrlekQsJ3BTAyhEFxLnjC81dcOmUImXoPS6jVHdT1lOHSqybxUcRzKEpk0xJsFYoxCJN5rw/OmxU2cPlhkfm/jsiqbcprLlf5O194GKtupZkp15TEhMX2kP9udqo50sU28+RciblPzqz/8aX72+zyvvH7F8XRLiIbORoamIDjDWEZ+6CMP+HTzgD/75Id5+s6JBtk60J2WJFExJ8hQzADlJlFde7Z33R5PTy7dqurtAu72Fs6ITjPi5BJhos1Ck5utOsr+DKZP7tQLjOa2JCdmtUPzzNTbqBCLyZtWcuiUZ5nxm85iekOx0OvoNvoe9ZWOlLtNoHznknR9A8dH+M9/jCdfnKiDUID6ShUBh1PDG9NrDoqOr8pd9pTAUZB4O/FI0nvCDXDwblDRqTyAYttdQ0KHbOz2meRCRBkgR4ZgLOIb3bQvVbSrfPcS89Z9jM+TjxzgPnwMTbmXCdB7SLVMCgNE1ZWOTnVCXBtvnYy8hxAxIRJNhQxeK1QR4kGDP6xpz0uShfUrhuEo89rPRsRpMzuOBnNT4HqhvBFmDxLVIvLBHxqpJiNsSkLniNcVSNLJ1cORw+MN/VDQrUvKpWbQu8b6rp+x08IRMrS0UcZQKJXvX6yhWFm9H9e5Ag2a6CiU95yidV4JIfwWc2V8oYI2KZGWa2Q6AWcRZzV7Hke9+X3QyTHl/yBVhVSl7pNNA03mEHejNl0MxMoprpizoR1F0I5CdZP2dMKd5ofUhpASxVppZes3EsW2xrWJ2cNIfaVuKeFoirz/EIxA1+smcThTI4CQsNm8oLhqcdbSn9Wq2Z0z0R3macaE64SUbaM0g1VJ0WIxIDFSXYs2n6aOaIX+pKS5SMRvOC6PppwdagAI0VCUnrLS967tyDZW1HaEmUe2Dmkiw3HQ0tjJXlQpOUhWOPqVFeVNhW+mjFNVzUtOMWOKtMegd5OJxkN5I3vrr2SgP+NWerbd6V5wa4sluhmhl2jvDDMcagCJZUJGwXvZH1uoE4wGt7DYTqiu8gTfNmW4K2K7SLkYMNtRN/m6JL35KuNxTX9cYDzKYc5Mlqc/NvIjn/oWn55+yJc391kuG9haxHLbYM0QEk6zxeYiMvtrX0eco/uBNxT6qTTLVWZTgCjK5sj39G4p7FYgKWE2BbJtwXvNSEtYvWoZpzVHvyTIxQ2uPWZ7V7ThOYomAblXIz5llUOwfciOPgXp3okmPtYQqwIpFAIJlWV7t2CYK+sp1Hqu/ZkHFyknmvX3iwp345i+r1XO7JEnGWF9z9LM1pzNN7y3PKO4KChWmZp6FGHiOWw6NjYydG5//WN921iGWxEvNWjwmF7lXUGHkHaqicVW5Y31vCkNOGVt8b0Q2HNazwseeV7rxQraoJmC95otGwFjFR7ZBfG8FDYxOgyTs4gwKZCQMLVXdxenGs+SlLYlkjQwJw3Q6kCCusSww3QjSQzFQkv88SiwvWOZPdQGZnecb64YNbMva3X3mNf6QAVt/sigeKbZDqTC4rpCNTEmStMyXgP0zl1l7/FHzkSiCttLttq6beIlpEsUhcF1wqZzDDOL3XliAtYkqsLjo+XheMRJueH8bMnTd09UiEmUGRBqgX6HE6tS4HjcYPtAsU4kyTKYoIYAecIw1KL4ZKb6KdRzyxAJVWI3QLOjihVtUvbDqO/hJ2av/72Tah1n6dbqy98+SLtMvboy++Gbaqk4rxm1IVcuVFxLfCROCsb5JG/G2kAzY1Jqpah2Snsn8SOf+hY/ePgelRl5sD0kbAokN9V2dMOd2UKRm6r1VYBhJI0e4yPjvNCKZauMjCQCRe6/pAQx7p/CnY5LEkOY1bhuxJ/PddCqNvgGxkGNEQh6DbibvR4z53pHX5XMEElWMENQwwhnNcuvK1JTEqYOIgyHDj8xdCdKl/TTZ7Jrc6uWGYPBbCzljTD/IFIuNWCvXnNcfzZSRcNmKGEw+6b1TgcmBCEmoTARVwZtInfcMmNMlh3IzePmMqgTTaYsStBK09id7n2kvB5I1jDOHSlvtKotr9f0eayEMDw7cvtbYL1wQXtnvURZqGls6Yil05RsWqklUoykqsjf32mI2KwxkhgOi2w+mxkk+Wu5CuwNY/Nwh+sibu0xQ0BCZDiqtBkahHJluPq80pK2g+y9DqsbfU/zqbfU6OB8TiwN5beeQtvBbAqlYodqFmApHyx0E+Lo1irJZYW+oAFSzYV3jiQQawuiWRKim4vpg2KlZoJkXYxNW3E82+JsZLUsCEXgeLqlC45fXr7G1A28eXjNk/IIaS12oxOBfsKeepgMmAncfKJRTP0Z89b98IpTeEWM2rpFb0heiBurbI0hB+CsdZw8pLWeM5OHonawgk9kHfA88dlk+AMoL5xKd3a5vN6AHYXmIlFsNKN2G6+BazuqwFfviYcTLn9gzua+ZonlCqpFZPqgU8Gkc2hfifwLv+ev8Vp5RSUjV2HGL61e56vfvK8MiCohG1Wx28mdmkH1oCcPe8ona7h7rhlyH/B1SbEWnSXYtsjOCNfmKjHp5mu7bCZpgLwh4yzuYs1UhFg0tHczw6apYRgplx7Xlupo1AnFRgjTUumAm0EboAak85hSjTO6Ow1uXhKt0J4XmdIqxIr9XIBvbsWvkjckD93WYVrL8ZcN8weeyd/+JnG5xv/oZyi2lvqpoWNKVzUUC0uYRAZMxu6FsCpoxwIrSb1bT9Tkulzsms7aFN4H+6RaNTstdjuqYBopUV0Hquse+84jMIZSRKUlimfCmX0+kEYC4kt45De/Ul0S3rqneF9u0gjolKIxmHEkNgWhKQi1XvDyZsDdtJlKZVQ4PpKbQTvaVZ6mXOqNnqQiGVGO9dZj1z2mHSFECmc1G1xBfSGMc1UIdHmA4+jvdpSPV7DekuZT0uEc03vMRjOruFipymDTwGGDP5mqK3cIyNWScjFhPNCJOHza241JTOycrcepdvlDUWUNY5U9VW9LNev1UxUBSjm7NpJoipFrwLeFYtzBYSRhJHFarZEiYpaOYqPBYTiK+KNEKnKl0RvWwWJ72ePsfrpTI0w6jh4UupHdmHrOwEXYKwuqroghoq45in2bPPxi99hmzBrJyeTg0+sAy+w97TNEpwHf9gk7JiYPe500vbwmLlaYu2f4+6eMZw3XnyrZvArmo2tiFMZ3pgyHsLlnuP7khPYjnn/881/mtx28x/3iml/efoSf+tpvY7yutMM1USmD8kMVzdo10cwAzVXi6JcuYbVRCO9wTjqcsL2nsFn1s7+mgVZElRxBq8Cq2gea5LQZnYxRlsfTG4XVAFsX2K4iumw07BwMozYJj7W5WrR6vn1jKULCXK0hBv0decVCJxiHA7uXWd1JDcgINtMyQY0eZKNysyZnucUa7vz1C/jwCfFjr0HKCcQI9aVCRn6mQlmguucmoBKwrdD2BYVTqt54b8tQNphBZy5cm/bnNBZCe7LTGlCxq2IT9hK/buOxi5a4XOkGVxbIfKafd78hPr9A+7IR+T0siUp5ou3Ae1K/0qnG40Pi8QGmGzSYNcXe3HOcFZgx3grxp0Sx6Kjeb/WhsIY0n2jG03tS4ShTwowlvrnNhBhzA6f3SNjJq0ZOvqIaD2aIFMsR9/BSXxsjstlCVSGb/tYI1Qhp0xKXa6wItsz0qqaCSYO92hALw3iYse8+3TrGDBqodiL7w4HBV4IrEiUgwSK1Oot0R0a5362ltxXl0YKjquNpNWPY1vhgKE3goOi4Wy1pQ4ksir2i3c6ySaYj9WTUgZvR0qcS2xliocyRlBt/MhjFSTqrgTklxEbEJdx8IEVh3Bak0WBXeYQ8qph93yS61wOm8rhKg2MYrW44Ufa88fqpGljYLKFbLSKui0y/cU16cgGv3mX7sSO6Hz7F17qxbO9Bfx648+ZTDouRx4s5fl0iTSRWQmwCb338EZ87esTnph9gJfK/f/v38ujhMYyim5ELuGuH2wjzd3U8XaJunrbXzI/1lrRYgnM6G7CEg+2g98KkUZguRBgGNdOodwHbEWc1oTbY1mO2WiHQ9aSuJw0DZjqhWkwx3rK9B/7uIe6J8Ph3AClx8pVEsQ77DFVChL7XinM6IdVOrd7QazrW2oeIeWy9WOv9tBtOGjso3K6MUireTmI3ziv6Nz9BcoLtIqGx2CEye5hY37dKTxUoVkYllMu016uZ1QPTsmdWDLw9nBJvLNOHCsfYgT2FVHFrTUBcl5h+c4XkIbjkjNITu4E0ejUlKTIU2tTEWa3Dcs/JbSYlIaSXmfZveiUj+PM5ZlsrDPIkW4BdLzAipPkE8ZHiaosc1oSgHNHhqFKn6NqosE0EO8yprwK2z27fMWHoFIrwEduOe2pWKqw2Oo0g20Ez+2mJhEDzrWtSaUlVoZjldIK0PaR4ywnvMqslW5NJ4TCzKYRA/PCK2PW4j73JbnJNfM4iczUQXYZDnjE32An6ANhsRKyDGqK6EgpNU14bvC+YfXTgqNyykzO9Wk5pypFXJzccupa3N+eYPExjM5Y/nIApA0fTltqNXLcNi9bhq7ifCJTxNgsxg1Gc14sG9AZSTASr02pI2mtwi9csORXK5baNV73l3qoT99opGyWh1LohH1fQRlS1CEy+/BgKx+qzZ3Q/eqZel1N0QzsEf2fgY288praeB6tDrpYT/LaA0ZAOPCd3lrw2X/CJ+VNCEn5h9SbfWp/w6Fun5Pl93LWO7NcXUC4TB9/qtIlcW/y02Pcgwisn2BhhHDV4i6hbkbVw/y7SD6TljQYTazXI+KAOS2PA9FGV/S57pPOksyOkG3W2oHC49Uh9qY437//eCb7RROPgG0KxDdSPt5r5TnOVdqCcx1RrQLOt18SiNKw+UuxNjRM6yOU6cp8FnNxWUnsXpaS4+c2nZiBQrLW3I1F9I0Nl1VTaaeZve+1t+EbozwL2uKd0nqOqIyah3VSUg1YI41zNLlwL9WU2jBgTWFFoctMp0yslHbWPEWLA3j3PgSFBWRAnJe29Cb4x+0b+81jxRcu0RaRGRQ6r/Po/m0niz77m+4D/O/DbgH8rpfQnnvm33w/8O6i/yf81pfTH8/dP+C7FvxFR6OCw1NHfptCLuFyBKDaMaEZtW68NyFLvumK9a+7ZXBIKfqI33d7l25cwqHsJXpsggBqt7ihaWZwjOsGIwDAgbUSmjTaBCgup1MGdzBCQpE1Taeo8pWmgKmE+xUwnmGwppQ+00eZi3tz9RDNm49P+uM24s0Ij6xxr5hdL2WfieyW7pEE6JsFHS12OjLXD2shmKInJMMmyeMbLnt63E743NvHqfMEQLJ0vWLiocEFrFQ7Jy4Qd9U1UTzlBMkaHczq1JhOf3V0S+6bljssdBqP0iUFxeLey2WQ30/1iVqFrobry1B9u2H72Lpu7Vt1talVn3HHEw9nIwakSfJ9uZ9xcTUmj0aZa45kftpxNNhyVLWtfsvEVN0PD081MK4UI7tpSbAS3gfo6US6Dwi/9gMzVrCAWykE0rTKEMEbFnNrutnRve73uZaHZtrMKceQhMFLCDjGP7ouKOw1B/80IqXQ6S+A1IHZnypluHhmai0jz3hJpB1LhsKLQWZyUenyVy5DCSBKhe6XJUJvsKZk02uh12VQkCWDYe4ruhpTSBPxUGTMSDa5N1JcD4iPb16s9/XFneLFbvYGy9Jw3G/wOlrOJ8SAxTLMsgoHUaw/JdtmSz2uzPhUq0mbWLaw3+uwYq9DPs1Z2IoxTk6emn1OmjTCk31q57XdyND3wT6SU1iJSAD8jIn8ppfRzz7zmChX4/u8/+4MiYoE/CfyTwAfAl0TkP00pfQUV+/6uxL9J2hFvz0v6E0d4owQOqa/PMUPMXeZEcdMrBjpGbMgBFgNdpOkTsRS6I0t7ksXfs4dg0djMYNBmmOKsgimd0gQ3W5Apwi2jJK3W+iAulsikIZ0f78V5EMlZQc6uDg/UoNUHxdxulvrn+UwnMwG5WiLTSgNPJYyNUt9GK5nRkvbiQXZgz7YIhTDONMCHSumI0Snjwpz3DNHShYLT6YYQDeNoKUwkIpy4NefVShtCPXnsG9IsMJ903K2XLMaG1VDBylFfWmyvmdg41xI4Nmr1ZDoNurYTUh5EsUNW8cuNu1RkeVSTFOMNBts6VdbLvPS91OxqJ/qkfoHF2jNOLY9+9xGrN9RlPlZqNUXjsWWkrEZOZqrf+s0H56S19jGkiZgigMAwOh6v51xspyzXTb5fE8OmxKwsbmWYv6taJOU6Uj1tVRv9gw9JKWHMHXAGV+o9kupSp3DLArEGqWvo1YyX1Vqvd1EAowbj3bLmmc0dYmVJpVMIICbotZFqfcT4BjsIs/ehXAuHX99g153ajPUDct0jxzrIFauCVFqG4xK7DVTvXkLX06RTkpkQraM7zYNLk0wN3MpennjXXDYBdjZ1u4lk05MlkSNu2SNjoL4uSWL3HHzjlaoaaijPWl47vsFHw6P1nG4sVKK1jGxes/vhGmA/YKMelboB+awlbtatnsMQwVjivNZeVj8imw5xZq8pH6vnkx2/kI3IlFIC1vmvRf4v/T2veQI8EZE/8Pf8+G8HvpFS+iaAiPxHqDzhV/LX35Nf96f4DsS/fWO4/GytVkitDnskA+2pwXhDuYpEJwyHtx9rJx4USmUuFNu0Ny8dp4blG4rDhRrqp4bJRcQMt+PVxsPEQBHBpEQqC+K0UrcYZ3CguOPJsVKpdvomRW4GjaPimMOITJo9REI0mm1VJRghTPSrW2vmlowOr/g8um0HzWBAs+9xsvs3oTu238by0CaiXqJ4OnBysGXisgFx1DHso1nLabPBkBiTpY9OKW8mm7+WiXLec1S3XPYzrnoN2sVCBa12WinJKNMjZMW8aMHuBm0yLr4vsSPZxVsblyn7OMqo+h2gybYZM1+6g9lDT7EK2Naz/PiEq09VbN4MUA8waDOTJuu6IkQvDBQ8Gg6I3hB7q6yWrLscR0saDf1FRec0yzdrq2qJXii3Qn0JzUVi9l63pwmaTQ+blrDdItYibYdxFltYUmH0uvp8bUWzbZo6Mz3yRl1Xer1BA7c1e6aQ6TRIjwcFyTQqdxC8ZpLDiMSCw2929McFoTKUy4C73mgAE9Hf4yxcLxB7DE2B+LCvFuN8oqHnV77O9OsVs7vnXPyuu4wzob2jMgI7it6uUosuQScULUw/TPv5Ac2oE8RErJXrXV30lDeG4aigPbHYITEafd8fff0d3ppc8PbmnKdmRtcX2CcFxuu/7yQTbK+U12SF6oOl6lcdT4iVxW68Pkttl1lW6DUJkVQXjPeP2N6r2flZ9sf/TZHku1vhReRp54z5F4CPA38ypfS3vsP3fxV4/5m/fwD8SP7zdyT+LSL/CvCvALijYzb3tbROTifvmscwfRT1wR6jTgieqT61r1UreedaEouEGdRV5OjtoAFmYK/NfPP5kcVoqJ5qJmmynZntHBJqXNZrCNMCM0Q1U60q5M4ZYaapoURlicjgoW01w0YDe+p6hUny0A+F08xBBLsdCNOScH6AvVwTi7lqjGT3EDVC0MGdcaalq59pkEuFMjT2DtTmluNdTjVYf7A6BOCg6phWAyEJEaEyniE51mOtGiPPDCaIUWbJ167OWS4bYm9Jd0bGM6H+wFEuYfpIaVr9ocNP2AvrG69wRXT68KeKWwftardxCWTRq1iBjGoPV67g4N1xT9vbvlKzeKti85lBtbgzlXCncUKvBhh2PuJKNSfw3qpYlc0Ed43psLHYUSsrORgRk4hOaXzzd4VilZg99GpmsfV7CimblrTdImWpMwBZGsFuem18ZeZFQrQ55ma5yooaxOOolZXNswOQS3xV0XM320xJnSom7Yyem2wzlgpL8eAa9ys3yNmJQnRHU4Xx8muoC6Sp9X18JJaO6ukWaUfitNLAPZ8T25b04EOOf21Gf1Jh+0JFnnJs8pO8Cdc6zSpJtOJYeIplTxJhPKowY1Q9FdDKYNPi5lP42BFmTDQXnnLleP0PX/HFybe4HGZcrSeEhxPu/GKi2EYe/uMG3yTcA4PrcrJkhfHODLcetL8zEVyMCjl6T1iusNMJUhSaEM1rtq/UbO9oL2c85Fbk7HtcL+xEZEopAD8oIkfAnxeRz6WUfvU7+NFfb4v6rsCm7P7wkwCTux9J04eqxeAnekOtfkfHwhs+8X/2uKdL1p89z5odsuf3+iZTxwSYR/zUMB5YqmvNAndONWZrSUWiP89ONQaKK0syWZUtVsTq1rXdXSTi1Q3hY69oufh4oZlAU5OaEo4PlQZmDGYyISyWmCa7Gkyz5GWIincuV7j5jHjQkJqS6YcDw6dqzJjjQeAZKpwem+khNbeBO1kNiuKSnnhJ+MGypsIPFlcGjuqWqvA8Wcz56OEVH6mvWIeaX338CraH6jo3IQ+EbTVlO9+QEhz/Vw3dGfgfXnH/aMEnvnDBz334BubPHBFKKNeJ+z/9BG4WpHvnDKcTFh+tGGc6NRkqYKtskTgYhTMCuJVukLbX0XH1+0z0x47lGwX9EWy/b6BoRmSwxN4incHEbFdVRbCBZt5TFjou7oMljIbkDWS2Cinj52hwSmWCYIidUD8smH4Ah+8M1O/dEGc1w0lNsoYiRqSPygo5OdaG9I6ZsG2RxQo5O1ZWw5Ancr1XaGSXXdfKDNpjsDFpoxr20MjtpOyIn5X4o4aiyzuaEaQdCO89wL7+qtIKr28w+V7b4eI4q+8XI9KPxHkFAu7JDXaxIp0eku6dIe8/0oezHZFQUl9Hiq32dcyo2e72XLCD0N4LDE5oTy12TNjW4p4uMYOnvzulf2WO23qltS7XxL/7Larjz+Injvr9G1avnfOn/+KP8WN/9Nf4wydf4m88eotrM+HJDwtubaguYfj8lqu64tX/j8G1ge7EsvhYRXWT7fTGDAlOGsRZ3KSB6YQ4releu8swM2zPzX4IrLq6hVuex4ovMnskpXQjIn8F+P3AdxK0PwA+8szfX0N90eA3If5tu8ThO57u2DJOhcVBln4cLNefmTD7QEvHYW72UIGWdEIK3NLTfMZ7p9xqNxQ7EwI0EywjmISfCe59g58YbO/2VEIJiXDYYD/5pnK6LzNHd7nSycymVGxyNlHa12aLyR19pQQmqLVhueOckxL+QDP21euVTt2lnSOLBmxfo1zaTM/aTUqa3pDGdOu8bvTzxloYBqtUvNOWiRvZDBXWRE6rNWduxd/ZfITt5YTTR1r2SlQThvLVDZuhJPy1E4qkA0fjuzPeGy2/9+7XaF4b+Kv/7Mc5nWx4cH3E5Q/c4eyX7jB7f6C82HDnm08Y3jznvf9OjZ/toAP9YjqDGZRuZjuor9Sc2TdaTfTHMBwm0v2OqvKqUNg69f/zGvxpArYKzGatGhQjDKNjHC2h1WGQ4kaZN6GClDnH0UKQCIPDbQ3HvxY5/Poa+fq7cDDH3zsgOsENMVPMjI68W0H6rCPSdqRtm6cTVbaVGDVYP0s38x6KKfshrswwwZr9uUhZz1qIxFJppnY77mEARGAcMdOJBujVGjk6VMpq2+lgiREYkzbKgTittAfyZKn0v0p1RgjZWzxXATv82naRIs8SjFODa5WBI16yUQQMM8PkGwrJhEmJZOOJWGZPxoMZdhjx+Rg+/Ik7JAO/5yf+DhHhkT/ks6eP+FttxZ3DFT5YLhZTppOezTtT2jN0QCgbWfjaYoLqxYTGIVul90mMpNIx3JkQSjWxRnYWbylXx8+rEcmLl2mLyDkw5oDdoA4M/7vv8P2/BHxCRN4CHqDuw/9c/rf/lO9S/Hs4hqtPOV75uS0SIodvlzz6kRnpzZH1a0K5Urfmch2VCTEKvdvdlEL3qg5qmNEynHvSQZaXbJ2yHhJIZyifOIbTwOTemi2wvVflsWrZ6x34xtDdqZh9ZUU56rhwqkoVp+oHZAlpPmE8V3+/5pfeRU6OYbMldr26bZWONCmRyoG1Co9UhliZ299T55JvKnS1qp/5WcxGu7sIqNh+eW1oHkN9k2jP1Ml9OIRYJUKjztaPN3Nu1g3zacfnpg+Y25a/8uDjSG8Yp3mDM/rAGmC9qXjtV0aad2/U1Nga4ukBf+5/+4N89vQR/4O3foFtqHh6MOP63pQvpU+y+FhFLCrGo0NkFI6+qoMd69cVN64vM4QSsuaIV0/L7RS6u2oYXJ52VDYQo2EcHH7jsCvFnnlFrb9mdY+zUQeFRsfiyQyztbi14eQDtfwyIeErGLOfpu13G7ah2MDkaeTgSx/oRlqW0NTqLbrVhmUsc1M5W9Slq2tEDMl7zap3U3htp1BYUZCWS1LbIc4hplLK5zMSC6QEmxaswVijnqOTjHWnjBsPeXOoK93gh0HZJ+NIOj/W5qNXhhRte8tG8QbEIM5gQ4I+91NAp4gLpxtGhvFsH6huyDZlSn+dhcQ4tRjv2I6G/izRnUISQ/36EW41IjFiO/39pveESYE/PMQeT5GYGA5VKXE8hP/yFz/LW7/zgh+ffYU/ePaLfGz6lP/s/c9RmMjxfEtVeNavtyxpmD6U7MajsGUsE/2BYZw0TKeaedcPNY1265FkhHJtVF+mjTSPe9zT1W3v6HtcCWF8AcfY7wF/KuPaBviplNL/S0T+VYCU0r8rIq+gLgwHQBSRfx21il+KyP8U+GmU8vfvp5S+nN/3j/Ndin8fTlo+84e+xt/61Mcwrba3k4nMv1Zw729u6U9KXBsoH66IBzV+UrB+rcT4xNGXF1z80BHbu9qQvPPGBQeVdvYut1OulhNiMKSJUHxQU19ZNidFxjw1iIVSCIVTzYoAiCHOa5W7nDU61XZ6smcKJOcITVbzs1YbUmWBaRoonHJqrcC0pD8uNGuxqindPOmx654wKYmVJRYG1zokGjZT1e8IZyNIwhYRayNdU+Knju0207maSJgGbOOpa09ZeDa9BoeDqiNguPIz7h8scR+NXMUTipWBBONhpERH0ZevF5SXNdIUXP3AIcnC4b8z8vRLj/mP/kf/JPf/k3e5/MkJhQ0cf98l658/YzzxVJk1cPLFli/96kf59J+4wJ/N2b7aMMwEPxH6I2W7tPcCcqAqcSEY/GAZfKEVQlbTiycjtgocHmwRSWyHEh8M3U2NXVvm7xvKNZTLSPPUY0Y1AVAutUJcdtBNvL7WzV18Itw7waw7ZAj48zmgAyq2VVXG5AwhD6eYmIjbFTKZ6HCHsZkNlMfSfU/atAp/WEtcrpHdME1ZwmxCfPBIWSaZAsq2RYpDrcxSUtgiU/gAZLXaD4+QErLc7Ie9YtuS+h7EYOpK37MskVXICoIjaRyR4yPSrFFVv6ZR1+p1SxEScjwhlnY/gCZjVNGtG03DXatepaGC9f2CcmWpL8f9OUrZWGQ4cMSTgsmjnvpyYPl6DRHe/HOR/0v8Pdz98QU3QW3D7s+WAHz96TnlGJhMelZHBV3v9lWkmkAnursQGmGYF1nHZqbzFE5lZ4t1pLr2FDct5mqlFUh24PleV0q8eMM1KaVfBr7w63z/333mz49Q6OPX+/m/CPzFX+f7l3yX4t+LtuEbN6fIxBOspfqwoHksvPKzS8KkYJhrmdR/+pjq2lM+WhE+dsbFF+DR75tgn8LZ30k8/nHP0+WMB4/PKRaW8SBCEanPWrUXOqyRa/CrUm21smms8blp6QUXdfQ9NuW+OUlKFMNUp7es4I9rhrklVIL5/tdovvxQA3ddaWk6RsaDOjM+NDAdvL1QkZ/tAF2P6yttIpWOWecpNiWxcNohHwvCLOCmA9ZEfG0JQQCL3SrZNswCYmDedFiTaEcdXe98wS+tPsJR0fLx2QVvzS75Stnz3pMTeFyTsi2UcZHL3z7SH8+pLzXQzd5XDrL/3JskAw/+8BuEv6KTbf1ZoBSFP9JX57z9WsXv/uLf4Pt+9BH/4b/6jzPJmVSYKNQTG+XklndanAtsriZIZ3SLh2/rgKTREF1ktakVs76qMJ0wuxRMdmKvL6M6tji16oqlwTd5FHuAYuUpliN21ZKc3v6xKYhNRTq0hMpqMMqCQzuDgFhaDaizqUITMWjDMQYNEGUJUWEvmTaajff9HruO6w3y5gkSI+ZwrnIGB3NtUoLCIz7eCkl1PTKOe8EzUiJeXCtzZT7TrDkEbYyWpXLDc/YvSTNsqlLNN6pSoTjQamnHa247GEbMtCLUjlAbNWjoI7aPTB51FJuCYWPZ3tHj3GmBmDEfZxYts2MgvlLRHxiGeY3rlNs+fZSo/+avcffO9/P//twPcFB0NHbgB48+ICZh6wvGaDEktgcVIas0unbXxBZSkSmoZ2RKYkm1VPLBbvCnWHSYpwvi5ZVWJjto6Xte8uIN1/xWWjIIl08PIAhmq8MXCHTnDe0dl00LovoYFsL6U8cYnygXQjtTJbzHPxppjlraR1Pm39zxiA39if6O4DVg+In+PuOVD71XqntGrQ7A9DkbM4pzp9plzBBI2kSJZb7o8yks4j5w9+e3Ljpm5xr/jXcVuyxLLfGsRXqjgzx9pI5QLZzexFYYvWWcOqhUeD5UkeAF2yoeKF729ljOBlw0DNHQjgXvrY/pmoK562nswBvzazpf8Pii2lMJrIuMSeju5M/xoWF7r6ZcKsPi3l+9wax7rn/onHFiqC8tbgP9kcGOkGzJo+GA02JDeqVjm2psLzriXO2ap3oOfMhNxsGoTveOHZIzbQw6Dt856CxldqHZ6Z7bnuxQrsJgxLRXv3Nb9eusLlqtjFJCrPLlw7wkNBrUQm0ytKYBVNpBB56CbsR7HfZhVEjCGJDxVvcil+UpBNLuz95rBgyaHa83Wo11vcImJg9UYTMFUFRYygfNqHd4uPe3QdxamE1VYtZr81NCnsKtK6UTlvnx9lGPd3d8mSeehhEp2QupqQSkzgXY1UgqjMoF92k/LCMxD3I5lZeVUR2h/Lzca2L7Stk51SKqCJsorPirD+9xdrjmrNlwv1pQWM8rkxVdKPDRsDzYcjUviU7NJXZKkL6KhEkiVgoJDgdgglBdJ/Dp2wZ5dIMLIM8ntCWeT6YtIp9Chwl366PA/wb4D/guhwxfqKCdLJCHN571K7z6TMFwAJNH0DwV6g8WDHfmdCeGi989YIvIp/4PntAU9P/WNa9Ol/zKz3+KV3/6gqvfdqqa0GXSBta2oPRKXTNesBuzFwgCsmwq7MxnQ+NuMxfY45+SEqYPFCsIRaEj5tMKyWyB8WSifNuF30tokhLm5Ji01vJX8qi7LDY64OADZt1z/FVhPCzY3HGEWtiMDf1BhLlXStxBZHBJJxejkIJgJDEtBho38jTOCMFw3U64biccN1ten11zr14Qj4Qnp3PSYDEmqQP5SYufW4b7wvDZXadTiMEQuynSz3EbzXZdmyfpPNSXiaOve37msx/lE6cXnB6vuRTwj2t2JsESdDhmaJVQXyyVTTLOlAZoBr3WykNXt3FZFJQ3hvJ6N/GZ+d2ebF6RKBaDwlUhIWOWNlhtb5uEMUFSrDmZmQpsWeXGlwsVCeO9DzUwz2dIiDpdOM9sDWd04rOwmj1n6htepVkRUcMNuKX4XVzp989Obu+ZXRD2QXHqnc9pp9ohe+aJs5idfknfqzbJ8ZzkJqTK6rHk6iJU+mcJKiTmtiP2/ZU2x08O9lo6UpX63pH9mHssDbEwxMZpn8bowFq5VvaVOg2Bn6gRht0a1bPONn3GJ4a5QpDzDwL1Bwt4/R5uNTL7K1MWR1Menyfq3+752Owpn5g+YYyW99oTzqdrulccw+DYlk2WbkjI4Yhx2pMZW0fvK5IVDt7J8EzWAcI5TXgmDelgCr/8fOLO82hEppS+Bvwg7CnUD4A/z29iyPCFCtpSRGTqEaOqcdumoN/m0a0IbRTs4PCTY81yBzA28ubdC179P17zl3/hs8iv3cV8OrH56Mj1F0735rnJqfoco+Anyus1nblVIPPsxdp3ugaSYJwV2F6zDTPG2wZSfoh8rfCIHXVEOc70hpOYKFeKwxEBZzQDHEfNyqpKs7fsIShtD1WRg0SivBn1IZoYzKi6Kv1xyThPhHlAJsq4kEVB2jpWXYWzgdN6y6zqebqccThpmZc9H64OOKo63moucSZwdrJm3ZU4GylcwNpILNTzb1b1FCaog0kStmNJSkLtRkQSy76mGwoGb1k9aShuCvyy4W1zijWRuhlobUWxMrg1YNSVPtpCG5M7Z+5S9timTjtGxEXSYKgvVTjKhNtRa9eqAUGxDhTLQYX+dxlqCKS+J643mMMDrWJAs9ysyx4LwTeqUBeLglgeMH18mXFqj+k8O9levN9nrKkwxJ3E6hhUK33SaLAHbVYOo2psh6CBMu4oP5n+FwOpVr6+rLaaXTvl8KdpTawdydn9aLfpR5K1pNJqNVFpoFYoSAPMbm7B9gE/KWh/SElctouZIZT2csPJqpyDe3QDXU947Uxd22FvqlxsIqEQuhMhOaG6UcjJzwpiaRhzoz5aDdgRdEq5G/UzlJbJk0i5FKYP4ZeXn+RLH3mLz37sA+5NljR25KjsiEcLtmPJhYsM2wKCoZ4M+wnXm7Jh/EAnhseZY+csDyjDZ1brdVg+Y9v2PayE/IMwQfgJ4O2U0rsi8l0PGb5QQbt0no+8csX1ZkJMQgearU40YAyd4+JOSfNI7YiSheaXG/o/d5+H/1rk8597h3f+448R/uornP6L11z8gYb0qCHWgeqwZ7iqcdeO8dQjgzB936p7jb/N6JRCSKbapb28q+kDZserzRikGRUblGgZJ4bpkyVst8R756TaUXy4gJQIxzOd7up6xSHLMpfPkbReI9bq961BALsawAqFM+gIfiRthOpGM6H+2LH+GNjJSJx5GA3D4FgaLdFTEqyJtGPBtBg4qltiHrY5LbfMq47eW4VevNVBlWBAEuu2wogKQO2+FibkQZ3AnemaoVadkrbp4Q1oipHSejXGLQzbA8/oC2wv2C25klGdEmUMqOZ2cok4DWoQHASzKHAbs1elUxlPsnVVoroZsVuPvWlvJ+dKHS+PyzWkqKyOmPR8DiOMnuJKGRrxbgVIzigN8dVzleTtBmTTYXtlkqTSEaeaISdnVO7gUM+t6Wpc4fIIeg8hEJ5eYg8PdPBl2xIvLhWbLkvklTtZY0SvpepCF6S6UE34yuGnjlAZxmlmEk2mxPIWrivXcS9noK5LCbdTC0wJ23liqee3vOn1uK1m1CaBu95qhbDZkvoB85VvYScN6c4J8d4cnwXLjE/4bPJcXWqjfPXJIzWqyAyn/lirnmqBskt85s5PDO2ZYZzos6QTrwVfbl/nq8cDx0cqr9APjpQUAou9xa4dfRm4f3fJxA38YvcqbaPyBaEyOGsItWjPYYy4yzXp8kqbwc9hJWD8zrRHzkTk55/5+0/mGZNfb/0zwJ/Of/6OhgyfXS9U0O6HgoeXh9jsVVc3A6Oz+N7iqsB01tMVkXaWR8G9MHlHDQ/e/ctv0H+8I31KrbSO/r1D/EddtrKyLL+/ov5QKYM+QnljOXpbR6i700JdXJJmdskI1SKoLOfTLWbd6wMKmiHlLCiJIEE7235qSfMGrm+QEDAPFqTVGnnlXMegiywilClg+KDUrd3whIg2l6RSDQYRCtGMPRSlNkiTamW4VgiVoz8zcKhiV763dFLgg8EHq2VmX2BInE03GElcDjOMRF6fXROi4eH1ITFmGGRdwGCU7y6Q6ghVpJl3pALGLk9+JohRs72d3RUFlDYwKwZ8bbAmsmgatnXN7JtWbbqepjxSnS3FDjxSBKxRl/hyZXRCdcxwu2U/Hr8r27d3CubvBmSn7ZKSZtLjiBgBKUij14zXe7WtM4YwKbMJg1JFSah+864pmK9JKqwGa8iKikarK6s6NaE2xOOCBrCbHlmuSF2vio67xqFzmMlEPUxj1GYjINYQpxXdvRNimSc2VRhRWUuV0B2ryfM4Za/2SIK+M1mHRmVrjVfM2W0C1UWLjAF3sd5XB3FWISLYIePl3aAbnLXIdEI6mCl8crWkvllj3zxne69WuVuXIeOYkIdPkY8dZnhEA/Y4g2KpVE739kM4mPPkR4/Z3IP+boBKqZQMCt0BxM5x+XSuGjSXDtfKXi/D9pAuG742O+cPv/VLXB1N+JXZnK5SCzu3HTHtyHhU4w8K/OyY4niCvd7C159H1JHvVE/7IqX0Q7/hu4mUwB8E/thv9oheqKCNF/xFjZ8FjAuUtVcurbeMSXA2EKMgNlJUnuAt/YljtRMsitpY9BOoLgfuvbcGZ3j8Ow7A7rKIhPSGYgnV9YjpPXaeWQUJYnaPSUZIkrW224603uTx5UzTmjTEM5WxVO865WWLNcS6xDqHHM73dKkkooHF5WAfozIPskYFcBvUe218mbXBpYQ9KjKMIHsWSrFSLrnP8q1ptIyiWXYMhrQuCHVgVdQc1B2lCbSxwEngwHWcNxvef3pCimiW7bSxl2J2T3EJMeqsHaPZB+gQDfEZ9T+RpN9LQmkDLkUOqo7RW5bTgmQsdtBMGaA7FZJJSBlwZWBYVBRbs3fkBvYKhqrJzV4HWrXHDSkzPfSeydmec1qxZMhE9hogz3gropmqGRK2U9YIQCp3bsLZJsxHVaVzGavOSpE7TNzPC2VU7Eatx/G2eQhaoZXF3rkGdCLSz0qFaAoNgqRbBkXMDIpddbHT2NiJa+2kA8yoetShtBS1ILHBdl4fdB+zYqDV0feQtPEI7L1VJUNxMUA/ELdb3OEUc75jsejLx4MSe3Sgw19DojtRHZFkdQjLtYl095TFZ49YfDzhjzzFfMDYlKskS4p6PxoXIQkh9zhMpmXuB7EGWDyZwVtwVLYqBFQlklM5ZLla4kTA1PipYziqKJx9LkE78dwnIv+7wH+dUnqc//5dDxm+UEFbIlSXlriwxDLRnQ/YKiA2koJRDFc0sDgXmE16wqzl5mBO/aCgng10a/3IH/z4BGTCcJSIReTwZE1z17PY1ozfmFNdg7vagAiuVRza17J/iMZZdlqZVbh2gMWSlJIG76pCDmYkJ/SHjvbUUm4y5jmZMB5VhMkJ5cNFZg5o4zJVJTJmFkB2LVEWSbhlKoBmRUlgtcFcXDMJdxlPGrhT4Bt9wDUQgp9bUhWR0ZBGYQyanppOnUm61vKhiZzMtpQmMHEq0/pKvSQMhjRYioMek5Xg9tkz+sB5r8MvxipXvHCBkIx+f10iQWibiqt6wmzS0xQjB1XH+WyNs5HF3RNAqBYqsl8uNIMNZwq9SBmyB2bO8nb7V4ZVyk1kmGoGOswNkgqSm1MNudxfrUnDgDT1rWZIDqRps1VN80++Qsj2c8YnquteKZeLFanv9ecmE4gFsukUekkJczDDn0z3MISayqqN13DgKI6qfSN0Z31GSJhtz27s3B9P8NOC4UDNK4bpbYBWazZu9Weeyb5VnS/u5Qt2TXntuwjbrfY6qquSYlMye1DhtkFHzvOGJCnpnmFzeRkjab1R6mBumEpuhNv2EGdF5VsjLN4qac9fyZVnntadJUKVqJMwToWv/ctHVK9ueP1oAaCQ2VjQD44QDMYlmnrE2qhQnLMMR5YwyRIFmTWUyoSpAu91JwzRcXJnN6N+nJ+RArPpsIXF1zarfT4n8RGeu3PNP8stNAK/iSHDFypo71a5BJLQhwp/GKjOt4y9w3uLdZHoI3XpOZ+u2Ywl8cyQvnrEtnd89nPvcfXxCReLGeOmYPJ11R1eHk945SOPmZY9b581rPuC+euHuK0qpbmtls7JWmKjtCYJQqgdtikVr8w3u8xUX2SYO24+YamuYPqgV3ZAXdEfOWLhwBxhuqDSkrsG5rPaFnCbZccEZAGikBuUeck7D6i6c2w/YzgstCkZVTK0WGgwiFUEhDQYxEXFijO9bvt0ynZZM31jYOIGvnLzCoUJFI1nRLK5fdxre8Ro6PqCsXXIstAqIgqjS7RN0KRVEtIZbGdIG0t/YBl7x8ImJq8MHJQ9J1XLB5/zXHxkxk0xpXmiMIkZhHVR0x4GysOe+Gpge1RQXObbNWk2aQe9LirwZxRCODL4uoB4RLFs4FevdZClqvaZpDYmBw3G81lmnyjTxG289hey+YDsJuu8180z6vdJCdZbZN6QnCMVZt+0CyWME0N/WOSqKTvCd7VS6Lrp/tr5iR63z1VSqLMY2DRn2VXaZ5377FNUDpeJVprW5sw/QszDKXESiZLwB4LpDcOhpVhbZh9YymWgvIoQRm2shp2oVbzVfHcO2i5rgAeKjVeNanFEp5TO9kRNhUOlqpKhjmBg+2pi/Vbk3scumJU927EkJmHZ1gyDI4yG6LXq2AQd5oq9g94oGyUbY4ig1WwRKWrP1xfnhGg4brY8Wc05++aG7rxh+PiMyaMB31jaO47Z+wNm+SwP8De/UpLnlmmLyASVqf6fPPPt73rI8IUL2mbMQZtcJibLeOCwLiImYU2kmnccN1sOip5lX9OUI0++v4dFSfl64OOHF5zUW755eUp/WlAs1dbq0WquAcdG/CyxfLOgXDrKdebbCnuqoTp73PpMAtpcOjtRGlWI+IlhOIDDtyPlO0/1RestJpwzzgyb+xX1xUj1VJtdFI5UOaUMPqMASMhQSTY2JeSsKOPoMp9BP+KeLDG9ZvLRFUhUrDeWgp9qdRLqbJVWRVIRiT4bA9hEaQJDtGyGkm4oiMFQNCNNPVC4gCExBEuIQhgNBIPpBdtrSQtCMkYx6VIfvDCJ6lbTG83YTaL1BaUJlEXgsyePCMfC2ydnfPDkmNmXGswA0wdCeOrYvC4w85gqkMRhB2X3DCUsnOA2jiqzWm2vvOxxokqPANXhXGGInVqe97cGBdlDElGan4RIcdMR6xKsYDJ8kZzCIjJ4GD2pKgnHk73uRigModi5BqkRhWafGUpC9s7txguSq7TdZqEX8dsb3cU6B+1BVR13vPVkEzRRFQ63DoKQImqcPAo2ZtmCY6+vSRCryLZS+dvu1OI2lnJZMnkScG2kvBmQMWLaSs/Vuw+hstqorfQeLJ6ssJOSYulIIpRnWn32B4bhQCu/WBiSTcTDETcZSZld1I4Fm66ku85KmDbTUQcDQT+DsSrrG05HTBFUECwaiJCCIYyWdihwNvJkNWd5MeXVzYLukzO6E2HyCCbfuMRPzpW1dXa7MX4vSxuRz2eMPaW0BU7/nu9910OGL1zQJt02o3ZTipvDEg4HisozrQaqwnNStUycMiOu2wkI1I8t6//HPd75/FS9A9/oYRJJ9wesSSwXE4VWHlXUT2+1K3Za3LKz/HIZQxyVi42Pt5ilCHFSIoPPQwlaKqZJg1xek0Jg+s0V299+xDiB6ApiNaOcVUrBGjxCuNWc2DXCxN4G7J0o0TBm6ypRulOhrzGDsgmsgeomO6BvlMPcnxm8AUpPfaBQyDg4xEQWQ41PhsJEvNXR4h0m7XvzbXT0ovakKuBrvxekKq4tknFVEgSr/HcmOvgToxCC4eHTIy7rkaYaeXW+YFb0fP74IV88fZ+/ffYGD94+5/CrluoGbG9ZfgJSkSjW6qIOGrj7Vzx9FLavig7atEKRsW/XK7sgnR8jm550cUka/S3NzohurkYoVtq78NOCMFOcOjSWeFTpufRRM9KU9mX3jr/sVkO259KqKxbCONeJ1ZipnTudasj3T4badpZfO8eX9Ew2nYxm26FSymMSDdzYBC5ibCSaHNQsBJeQQjC9NjFpzX5oKRURM1Ofz/5Q6FvL1gurNy2utUweFbg24dqpKkh+9pD60lMuBjXRHga19FsXmd1UEKaOUFtcm+iP8iBWK4Rpwk1H5tOOOmu4txSkKEipiRWoPIIUURvoAs1JS1l4KudpyhGDzhWUNrAeS5yJlCZw0U5ZPZ5RXDke/9gZswee7shx/ama6t4dDn/lClltiWeHzyngvPSIfC5LlfZu2QMy6gBJXY6ULnB3sqa0mWoUDauuUnss4OIHp6xeh+KTS45Kz3io39+VbQw6TFPdqA8haENPHxr2jh7CDl/MymrWqvDP6YEOYbhsE7aTQChs7s4XLL7vQH/ngWbrSSzRqvt7eZllKKP/tubQt0VMY24D9rP/lnFV8RE7anOsaFO2KxNMCX4mxEqo7vbM6l43K1MRomEzaHNuCBYfLNNqICXYDuWeEWKMlq2l0w9mTWQwCT8a/DTiNpk5ErQsj0SkSTockbWtUxTG0TKOFiuRo8YxRMfM9bw+v+b6lYb4jUNsp5husbSERvVexCuenUQIM8AmTDD4iao0jkZfE5coC8M5xGojMPlRR75Bv3rlKYdqJ1ieR7SHoDi0UU5yxOAGxaMxQITiYpMt5RxYUY/QmEg2O9k42Q9MIXl0v5J9wE7KoIRMJ5V8qcdS5YSHQxVL2k+FftvNL+qjmURZNIV6dqYEwal7jG0NoYlQaGMweQ3iKQhiVHvd20RoBKKh2AjFKgffUQWfyps8selzxbHe6L0uysceZobNK9pP8FPdVKJLNKWntAFrIjH3mcSoRs7Oz8zMRsREiiLgbOR4uiXkhnbjRiZupDQBI8oUMyS2GRM3raFcwd2fuaK/O9s7OEmA8XSKf/2Q9sypA8D3uLQR+dx52t/TeqGCtiT2nOloYJznLKUXfG8RgdqNzFxPZTx9dLx/dUy3qsCrYcL1ZyPzjyx57eiGmISL7ZRNWzF2Dve02Gdrrs8sg5hwbdyP7o5Tsy91FSIxGCvZ+NfuxYViLh1tq+/VvjqjCQGy7KmfQnsvUl0Y6muyHKUlmZryZsC1A6kqiQe1wiUh5GAekcwqkSFnjVYtqvZYuN5puG2guoqEid2X7MlZJBjao5qmGnllsuDudMXWFzxezbkcpvqQiEIhgNL+8n+gDV9j9EGcTzpmdU8/6QnRsF1VxMEig9mb/qagvOBXTq85LDu2vmAzVKy6isubGcu2Ztb0GBIfP77gi/c+4Eu/07B6OuH1v6iZ6uo1x/aunvf6qf53MzXEuW4eYRrxx9pwtWuD7QVJlvKmwgEmnGAP5jpJ6L2KKK3WWB/g7qFqb5S71DRz7LfZLzRGzWgLqy42O1/SrEVCWZAKnbNPBjXjSAbvFD4ZZrJngOySDTU3Vt9LgP5QNyjFhpNKA0dR+7aEZt8p6dTKxmIGw954YdTGXSoilJEYLfWl4DYWP8sN5NHpe2TIZMe42U2bhgqKjUJMxUYTh/FQ+wA2JdL1iDhHuH9Ge7/h5uNOm6RWJ1eHk6CbRxFxNhCisBkqYhLWbYUfLdaFPYR50PRMy56zektpPFVOsubZnulRd8AQHYMv8MngJHLVTegGpw7vU7j84jF2eKaKKYRHP9JoXPh79rrvZb1w0qy/pVamstle7+Lo2AsOidNAA9DYgUIii7Gh+3AKU48EobmIpDdvuDtb0XnHomtYtxXDVY1dWspr2RvajhPFCItNYvqOGqeG0xnLN2YUa6iu436M3S3t3oHbTCukKQhTm0fhoVwEHUw4UVcS1YyGYmU0o78JlEtPKFWWdTgqidWhBhERjI+YISr7wAsczmAMyGarQfuZ5qWERCpUTN4tOsx2IMwbYm0Rn6iuLf1RwXVfcnPnhPXrFZ+/95CyDKzKmsW2ZrOu9+Pvet616YpXyqQECEYDwNWxw2SVQTGJybxnHC1DW+jPG/35MBgeXR/w2Mw5P1jrdGQ56pg8UDtPaT1X/YRZMfCF+x8Q7xm+1H2S1//SyJ0/8xUu/ulPq6FCrdBYeW3oXML0ghkN8dUBdxhIJ8JyVtNeW0LZUC0qmseVSo+uO6T3e3402y32vR5bVaSDiVIwdxodz57XGJGNBvFUWjg5yjodhiRCrHQyMFlDqC2h1A0+FOAneq+GEg2ysk848yARjAdBRbJqFUGyV4X2AmLOYCv9AQlQLE02Uc4Bt8ylX7Iq05tZJ7aH+kmeUMwsD7eWfaBL6g2x16EuWqU7FhuFhEJh8JOCZKaE1w71vvmUyW5QmeKZN5gk2stEoBsK2ljqgMxgcVfaixjOPXY+Us9ajpsttfW4PF3bBxUye9gecTPUPFrNiZkqqgWk0G1KYueQIPh55OqztzIIyWQt+SyP8CxF9HtZ/4AmIr+n9UIFbQlQLTVTsL0ah/ZTSAcjrvZMSsXAjCSe9HN+5fErUETK2YB5t+TJF+Gt6ZohWN57eoJflZjWUN3oSLXr2AsPuT4xf2eLfbwgXV7BnTO6O7UaALfKWgjVrZu7OTtV7HlQTWIT3H4DSE7Ap/0AhhkVNjEb9g9Q8XhNGSNh3ijPOERML8TKZvW3pPzg3BjDGXAz5RJ3A7LT9M4Zt1sOmOsNtC129Mh8gniP/fpTyqbBta+yftWx3Mx4d3rMYd0SojAMDnNdYDc6Ki5JszDYVTX52AeQJIyTWsv5o0QsI10VKQ8GbBnwmwLpc6YYwX1NnVQefLqgajRo7hKiGIVJaShty3KoeLo5pSlGvvDD3+Arr9/Ffv9neO3f+2XiZ97i5vtm+EqwLRQLS7GBYi10bcNwEvV+OO4Y64KVL+mXhugqynWkaJxmy0PAdFnI6emVGhqMIzK/bWDFiRpZJBEMI5JhgVRYQqN6MhqEZc/H3+HSEhLFOuKMmvCGStQ1vlKFQ+2NJEKTVFHRqTQDW6vyCa18O2skZXzc52SlYB+oxOeKxtzCd6HW+9J26qdarPR31teJaqEqiH6ix7vToi7WQSvKQvYbz3BkCWXJ6iNZy/3I67G6pLMSVaBwQTdgExmCZbGc4LeO4mlBvYbJY4UCw0dHZrOWygU2uUH5JM4Yg8VIIkRhsW0YtgVpvM1uZTTgtW/htnpOlLESSVWAKiJWoRhzWeI22sh9XuuFM/b9rbQEvfF8rUpfvoHy/iZfcEM/6sdpQ8HE9bQfzHEbQ1hNMUDz6RvGYFn2NX5dKO46ZsPfDRSbhOsT4qG5GLCLlnR5pQ7XdcHmrsOOeoO7rUpDmjEQq4LxY2f4xlJdDZhWjSebi5gbTgYZE9YnXBuobywmCN2xPsS2V6oUmw4L+JMpoXZ56k4wIhTbTrHTgAZopypuqXSQp/R2+hd2NejwRAykbLhgrCVOKtX7jpHq6ZZi6YhuyiKds/zsimnT49cFNqghBIJagm3z+Q9oIzjcBm7bKa7v/m4CMWzuaEDzU4Xei1XWBXmaMD6SrFBf1IzT7Elp9TpuXWI5jTxqInYycud4RWU9l+2EN0+v+PoXC975n/8Ab/6Fa07+/K8ir75C/+oBizcrrj+X6I9g/q4we9+webWiOy8wxz3DGz3+oiSWhura0Dw12TYrYIcCux6R6i5mlauWENUqDpDshI61xNIxnFbEQsDIXk53/1XABLVK211ryeqP0WolME7y1Gh+6oaZBmyqqOd7a3UiU5TznIwGaW3s6iCMZHZInASFTwbB9bJ3S49RMhau18pPgSlqodcEVoNRLfqotMliLXkztoAF80xFYPR5G849pvYUtccGk/F0tLmYq9uURAP2qsGvC5oHTiUKVjrB2d6B6bRjUupmPXhH553KJOQZixSFcV1Cb/QzS2bFeHAb9Q+dPYrYTgkCw8zgG0t/4IhVtg20en6Ho+cTc1KCMb4M2t/TUm0NHZeVtzbaCBvcvqFxWCom9qsX9/YMk8m7ws2nIzYJ7z46JS0LdQGP2vEuVplmtUkYnyjW6v7NtoU3XyUWluvPHuiI7gpsGylWA0mEVBiG05JxYlTfNyb84c7kF1yn49EAZgyExu0n+urrpJNjArJu99xr03v8TDO5ncFsrJxmWhLVViqkLIWpNDtJSXUyyKV8nznjEzVciJkVgTWkuiBMCsZDHd8ONfh1Rfj/sfdnsbZt6X0f9vvGGLNb3e5Od/tbHatYLFLsJMqW5ViUk8h6iGInVl4MSLYhwbZkKAGCWMiLkSA2JCMP1oNjhY4cyEAMW03cwLKUyEaoJjJpUpQoVonV3Gpue/rdrWZ2o8nDN+Zcp8okq6g6AlRBTeDg3rPP3muvNZtvfOP//ZtgkM5SbOXor2KAbEc7YasxCwSPBlqC6yJJEsXeUrQQb/J2vIXlE4/pI6kwjI22gq7ThRKBUCimHwtL90AIkggnhqIM1Nbjk2G1agn7hu2nTtgcetIHD0mvnzCumDFapdTpELl7VdWaxkbCicc8LPIOJ+VuWGXQqbS6CC7y+QkJxnCEPowhVZbhtMpc7NzJVmYWWk1J4pNnicREDCn71aj83NcaoQXHQbp4IZUCvdEZQKaSpkIXcRlVzBLthEFrMY6N4t12rx25e8FmwxhIgzCuE6lIdHc85WbgdNHTD452W6miNwh2axnX6YiZO+3etbtXyqapA3UzakJQMAytneXnpgzqE+Ith21FCgZ6Q/3Y4fZasH0N25/oODvfc9bo6j9mWunodRg9eY3gDbJXzGZKZjIDlNd6r6weemwXZ1dM8ZZiL9hB4wfNoHOuZI/36Hd7KDzy/aL9D3wko9us9kEkbTylSbT7CmMTZaETndIGulAwBFVGvfK3Bpr3brj5zAX7J0vMTgeWYa0ueGzNbLzj+qiqsZtBg0s/cZ/2XkH93DNsdLHYvBtoPrhFtgfSoqF96wRfCfXlSBKhv1MhXi0xy+tBB1wLqyyEymLGyOLRQKgsceL0Fgb/6jmmGzHbDvGR4nbITARmuASYZe9wLNipMOpfZY3yj2OEqkBCFpQELeixKohVAVYYVwXtuWVcCc1DGA8l7RtCdWXYfCMp7r46Yq+CQjnNZSSUSh3zjXZiCAwrOy98dtDiSGZFTO/VZqESoj8nUfF+iYrDh1I4PLcMm5LH4ZTdRcmn7jyjNp57qx1f+dRGk4DcPcrbC5qff4fXvnHGe/+LB3R3E7efDsgo2FYwe0uwifqso14M7H645vC8ZHzX5sGVWsC6LlHs69n4Pzplfsye0aKfL5Qyc/OP7CVVUE5J77EUfJXdAh2zP8gEZ0wLnnqHKNuhfG5nj/boYDjTjlgLp2HccFQ9ujxxay1ua3Gt7naqa3WidJ3SU28+Lpz+4HMATuuWVTHw5LBi9FaHEQeLy9TA5GDKGU2ZVSLLEWPTrH1IUdjvGtg6bJfDmZuogRtPK8XeDZBx7lgopr47geH1gR988xFOIj4ZhmAZg2XXVgRv8L0j9Ra7U7qo7RRzbx5DfRWpr0bKJ3uFASeFaqHUw3JyUix0xxkXJfvXGsalLpIv63jJisjv+vjeKtoWuruJs09cEZNw9Xitqr672l2f1i21HXnn6g43V0uqa0Pzt7/O5e/5AWIRSSYRNj4PbcghsbB6mChvA/UjNddJlWW4u2D/oMQ3wvYN3S7Xz2D9959rvh8gN1sWXx6IHz6Cz3yc/sFSrS9zAondD0fxTcY+hYTpgm7LowbHJmvoLyqQivqh+kKYXafmPlWhkmPv5236FCw8HRKy54aVDBJb/YxMLTEgtTJK9iOxtPiFYVxqjJQZFKtu3i1YPILVByPRCYcHjnGpQ9PgtKgsnkLz1FNdC+PK0p7LzENORgtXuYuz8EhiIloVfdjW4/aRUC/IbxDXBmw7qom+WFyXNHn+nYLuZsMH1ch5c8BIQpae/syyf8XQbwyYT1E9bnnw37Xs3qx59qOa1OOXSQUnLunCDPzgWw9pXy34RvMAu1dRULHXbbdrVZQTKuVXH+4ojW2aN6gsWj+fb5i5xbZTNzsTNZBY/+g2XXnaR7ZIKqadUZr9OcwguJ1ytH02gUqlsnLEZBFNg1LkTMJY/VzcFMd5Se4qfVLc/PJzkZO3rvjs+WMOoVRBVLTsuorDtsJeuvlZkqDMq2TTN3Wm6bZQ7HwUxAu2h9On+nmvPqsdvGkNEgW3k7lTH84iNJF4p2cAzk92vLq+xZnIwRdcdw3tWDCMluANYbDYxyXlrahtRJuoLwPV9Uj54Q3cbonXt8hrD9Rwy2syUBpHNQErClI/qE2Btdi6YvOw1kZl8jD/bmsO36f8fVdHLODih55x1hz48vv3ad4vVDJsam7qgo+fXeIk8ur6lqfvn1E/Bc5P6c4EczpgXcQPlthbmg8KmieweBJZfWOnRbLTrL14scb0gbNfuUZ2LakpicsK0474L72DPT1Fzk/Be8bXzvCfukv1rKV+70Zx5ipbeFpBOo8VyX4hKs6QMYtoWo0Uo64YTu+q/PxOTXk7YoOGu9p9p3xt50iNYAZPrB2x0O4dUBgkZAFI5myHSv99ggImYyC/cPPQTIIOqUzQrezsEFdoIV5+NBJLQ39i2b6l+Pv+FUN9Kazf7SivR0iVdjWii5LrEssPWswQGDcVGPU9DmXuYAdw+6Dc9EyJg4JxqQtJMrmjf5JwrfDs9ITDWUlTjdgi4BvlVUcH143Dvrrm9J2e+pnn7t+2XH/SMW7UoAjREAcjif1YsiwG7MlAkIJYGMaTpFjzSkN+53SWpO8hVJk/nY747rjRYmxG5VP7VT6vTZacu6QhHWRmU6k0OL0oeWAYBdlbZUEsAAN+kYhVpNj0FEXgcNkgg3Kr7al+bRwcsXcU7TGkGJidEcPK89bbT/nE5hkrO9DYka/vzrluGw6HitS6b+qs9ZlK89ckCAxgWzN38dNOqbuAcZWI56Pa5HYOTNJCLShk4lT4s1q1rOues0otf5+3CzpfcNtWqocYLGlb4HaG9TeE+iqy/LDXucAQ1S/86XPidotZr+FmC8tGE+WNgZTUMgLUO+ZwwJ6eQlWRTrMJ24tWEN/V8X145Ls6bBl4a3PF33v0CuXXa+pn2SrVWnwQfDTK9xxBFh7XOQ6fPKe/ILv+GdJokF7508U+acHO4QOEqGIFZ9RU59ATzteYfsTeqlGQu3tH46KWNfhI8d4zCjHEh4+hLJDXX9Eh4CR6GTPLc3ZTS2oL2nst2NkBTkIW1Yhuy40zQI61EqMihxfEMzjFPJOReRsuUXHVKR/PjEclX6ws0amDHHlo5rrMfMk+HrbPeGZmu9hOoZZ4x2JboFF+vK+UXSA+zQPLWOhgq7oNyl3vPe4wEipLyL8zFnkxMxxjq0qTmQxGY6osam7otYiavaUrS7y3hCHzxosMtRf6fro7Ba5Til51k2Ej64hFonVaVIyJGBJlNdIthFQasImYoLMFQ6fG/jLm7nlMuINgs0/1/r5y6/1KHekkB2/4LLiKTSQ6PX/zI24yXuzNEWcCpLXK+JCkg0IDsQlQR5xTLN7urXbz91tWSw2euBxW6oxnEylTL2Op7yluPIuTjlcWW06LFh8tEeGma9i2NWEwMwQiCUiiddug7zsfUyaq5PSmieXiVxHqiRAtxDJqkc7nwQwqO09FIkYdLA7REpMwRssQLH1XEjoLvaW4tpS3sHgcqK487upAslZZUSJIU2MAKZxa6Y5eg0GyolWyNUHyHrtea2MzjupvXr3csvb9jMjv4ohR+IV33mL1+YryFpaPA6FQ4UaXDI/3a1ZFz0+cvsdP/Oh7/OonH/DzP/8Z4tmA84ZxW1J/WOjz46DfCH5VUu5ztNOkbEyaDkKMSAj40wZ30yFPD3C6wVQV3OygqUmLhnDaIHc2yjSYcgXHMaei5Ec4K+lmAyJrVEYtC+Kq0lDV0lA/abE3Ld0bG4qdxw05A7Dr9Ua1KuAh5uKa0AUmpWzvmkgYNaB/4bAHj7GSWSla8JshUW61iBa7QLEdiZUWRskDOzCUt5FkDENUgciwhsP9AtvrBH9c6WDYjGB87qArS3nZkRaFxrkJkApcr/RF9dhI9BvFsqeIKjsAHF3rymvDmErGIunwrZNJFKgol4ObjxuKnaF5FmmeQXUF7R1Rc/wnDbGCm1ct3aagKjwsB0I0mplpI21T4ntLW5WaTWgEdxDK20QojjS9UEHzUGlnvlZIYzyLsyNdqrSrjkmHi6a1+TodIRFdFBOxSURQXrVLczc+ZG4zFlh6loueYbTctg1xW+hnlqy0TTBsEsu3b3mwueVBs+VOpVy3Z8OSJ+2Kp+9caEE9VS8SEZAhY/YlLxRfkF4hj1An/DppKLSLap0aDHQWRoO4BCsPiCqNo2i6kFNVZtupb/utrYlJaA8l4eCoPyqo98eUofoy0PzqQxU8DaMGEJ9pKj2rJbJZaeNT2Dz0z+ybyUY3JaQ/17SfEFVuP+1mw8vptJU98nK8R17W8T1VtN2V4eznKtr7KvPdvqVDHDvon8cfnRKSsBsrNmXHa80Nn/6xd3nn8V3GfUHxrODiC3pBrz9pCRX05wUSV5jWY692pKaczYFS9lw2rVeYJIRjQrYPcLtDQsBt91r0nQVjtSBPkVagpvygMIt1xKogOS2godGoJgTl9T65gcLR3itUJHO519d9UejRecSG+SaelHECSuWS9E03dhIhNo6Yh5gm6MMlY8Tt1T/FDBlHD1FNq/JOIS7KnD2oXb1faHe7v6/CBkELWH+hEub9GwnbGdzesvyoxIyJfpP9Tyqh3ArlNszq0sM9mal/dgo5yBS6WGjH57ZGg4DrNGOsxmfMuFAM2TdgRpPZOonlYxjWQneWu8frgn409HVAJGFcIgYhukhdjYw2MthECML+vnbGYpLKvzuL3RmqS2H1oXpH798OWqRzUVtvWqxJHLqS7ukiY74T7py0CEcULsnufCJq1JWiEFqHDEaJGZLUMxq4frzGtBYzCMWgn51ccNtPjyzPD3z8/Dl36x1L29OGgpux4es3Fzy/XWJ6LcJSRFJvaT5SKCiU0F+ABDPfQ7bXRWW466EOWBdJUYi9wz3TUuHvjdjaY13UQeKoamAZDGavStRkCjza/JoAix2UO1h96HGtDqPNEDCHEfYtsW0V9rAWrm70Pl4tSXVFbAodyFtNCfqmgh0SNI6i92rD670O2o0gfnwpNef74prv8gjVsaObBQRFYii1mJm95dlHJ6RXhA854fPxAd1QMO5KiscF9bMJmxSKnT4b3ZnBHRwOsE894h3iFWuWuoLOY3wPu73iZ88udTWvKsRaLeQp4Z8+w67X+jNlqV14o7avYVmqR3Rt8QvL9k2rnVqOXhIP9SUq3PjcPSTB8uFAcdkSF+XRgxk0UWT0ujCE4ps7+JiU0ueUAjgl3qTazR2IO4QZYpHsoSyXt/q92QlPOqv+3fs9tiiQVy4wQ0mxd3RndmZ/TAn0OkQS/FIHccNpJBaJ8UTfchLtMssboT8TiuxpHgvFiCGnnXRHnHZc6fZ8Kugz7voCvjwZKiWXkFHZPb5TmpwZVfJtvC4ybi94LLHOzIwIiDD0bjbMmgaAxmiYhjEJqb1a2w4141q4+owwXKhk2+wtqRJiLWy3ja6rEcqLlhiF8bbS67vQXNPlsqcuRnrv1Nq2c1qso+RdQ6LY9FSVp+sKQueQ3lA/Vq+N5UeRoo28/9MWebXls688YeGOxSkmw9Ww5LJvePj+OXZricsI02CziDnz9DhkjcVxkBgaxdbJuHzclpjeqLPiOmBOB042OoTf7Rr83uFuHCYvJs2TDK1EZcZMC2ixCxrEcNvPEB+g958RjV3LARHx+haswWzWs7ui2fd5wdN5UXIWYsJmdeuUGiVFgelHYl28VIjk+/DId3HETJp3OxV82E65VuNavSfCSovO5ZM1tg640uMHB51h+QEUB6VESYSTdz3i0zz8AKCuFGIYNKIrOUOqS1UcbtZITuWeQwliQmKAssQ1ys6Yw2RjJFYFYVkwbhy+MuxfUavW/u4R/7Stwe31wYmFYqnFzuOe7RVvXFYYn2OhBnXlwyiEI0PG4aehTE5YkTBBPSrAkT5gc3SWdNlPwwf9Y5SPjBG1foU5Xive7kh+xBxayvt3cNuK8qbEN5ZxrVU05A3F8rEyMHwl9GdmNu0PDfT3PdEl+vxgHopMkwsa61bcKm3NBGWaxEKL8ZTIMjFTJjw85t+pXh4p7zTUbW6yaTWFKgfHtXaVJqiE26dSxSdFhCZgy6COc1EDZJ2NdIMq8sY+72QEOPG6wEjCVoH4tNZuuc/cYikIpeLn42akXgycvXZFRHnM6st8VPzZxyVFtrSNhTIvZOlxTgMBwmWF2xncTlh+lKhuE9XlyOGVks0PXPHWyRVvLq5oY8F2rLkaFjyNhoe7Dfu+nMU2ps3YfaVbse1nPItvuNn6NVS6sCG6Y4oFyE4xd9spbu6XCXs+UJSe7bYhtI7qUUHZqvLQHaDcp+PuKOp9XN4G7BCxreoXNH4vIEPQ8OJxhLJUCl9K831slgt9/kqHOQzIXpN05CZostPpmlg6wqrGmiEHNCuEEusiM7JeTqH9PnvkuzxkmnoLc4KJzIo9Q1gGpEiYIug9MFpixhGnLbVrs5HS8w4ijGfqC5yiEFc10mVGR047SSmR6nIOcpXOa1eb4QrpRjVhmr4GyhstLLHRQFZfZ3rdOtPBnHaexU3O9uv1fZXbSLEdsXsN7p2HjlPBjinDMORCZfXGf/F3v9DJHM9bAq8/K2NOEu/zzS5uzi9kwtvn19G/S6GG+GaO5Jp8NmRWBWrUlXoiT3aw0UHoYdxYxU6nowmYIjsoDjXucHwoZopcFu5Yn2ltTjJtLuU0e70XvtVD48VB/2waZBLBqWDDdjp49WtRxkNSj5UUDZ2UuEJNjYyLGrOWhSSSvVVSEEKvitZYxNmLBcAN+kZiZ2hXDnMvZfMko34suxJ6i7uxL/DXmSeXKQjdriJ5obo6ZmcWrUIBw6lj94rwiZMrXmlu1LcjOg6+4GaoGbxj35eMY8Z+rfqyJEQH8DZpZN9Kr1eodQGczpMJwIiGEeROPFQQy4SVRAiGeFvi9obyijkmrtxGTIBxqcNOO+QhdsjQXGEwfWZM+TAPDacYuHnuE4KGLlQV4WKl5z1Hvs3w4PTzxhFLTSqSCfN2hljl4l28vEL7PcceEZEa+OtAlb//L6SU/s1v+R4B/hTwe4ED8AdTSr+U/+2PAX8I7Vf+g5TSv5u//qPAnwZqwAP/Wkrpv/8N30u25Zw6r1DnBzx3dTIYEnFeZaPPD10V6U8t3Aj1lQ7c7ONrKEv8SameINbidiDPrtWHYtHMv3fcVNntLSGlPhCm1eKdCg18lc5BnlzHwmixXupQrr0wDGsYTpSru/jQcvpOZP3OtTJX2o79T7ypVLPDeFwY9LfrDWss+EFv9ImZ0rfKWYWcNJK7fGP0YRA55hy+aO3aTXFXlRbuZ1ekvid2PVIWGOfUtrRpdGMoog/LocX4gNn3yKAeKZNxv4qFDMabmS0iURO6ldpndcGqEgE0dKH0dHeF1pbYTvHQyQTJjCA9zFLsCRtGkL3eC0YgihALtR6w/fFPdAqLSGQelMVSU3HmIxfkajUwHArCwRGdpV73lKXitjEY/GBJNwWmO8qr/SaA0WGiiJp/TcHDIISto91tSMUkMhINm4jHIh8dpDrNClnpLGan/149VxWgBIXN4krYvSrs34h8av2UM7fnncNddmPN1y4v6Hun9zvoYuNF04mCwhdsrSop156+jviFm2FGt5fjPMEqC0giCjetIiwC4VAQDpb11032elEpeXkTMGPCL0zO1kw0T/rMhtJ72D7bakSbMdoYTH+q6ph7Opl0GQNVSbIGs8+Rb9udJg/VlQ73syVxaDQxaNIpaCDF0f72ZRwpCf57rWgDPfDTKaWdiBTA3xSRv5xS+rkXvuefAT6V//wU8O8DPyUin0ML9m8DBuCviMhfSil9Bfh3gP9DSukvi8jvzX//p36jNyJRsd9QHFVXmsaS+bG1DoZEksYZRRCnbnztffWBaJ4JsnDwxsU8CJyCXM21WoPJ/buQA3iTM7jDmDFh7fJeZIH4VcatT9TfYthYfKUik5CtOIcT7bBDHqTVz6A7NYTPnnD+3x2I985ZfvEZw+unudBmxgjK8sAY7Uxy0KpZLKCpochsgkOrBdeY483dtvpzeatJOeHfGU6ZxAfXt8p5tRYzJb9PcMvU3ZSlVsiyJDUatiAhIH2aTaxMb/UhkoIkuQsXIOk1Mz4xrIXhVGjPIWVzKjGavN7eL3A7mXdTbq+d3yRWCYtsqpQ725lq6JSaZ3rdsSDTbiYPqA86sIwT405QrLs3JC8ELxQX6qsx7ArsjSF8pGwVf+4p1wMnpwfC2rC7rUm3BfZ8oKlG2m2NeV5omG5AfTtqhROSmxYZdIdQxxzvlnF2p18Py6gfZjSzr/a8sAhZ9KOMnf0nPGY5EpJw5vbAXW7Hiv1trZ100AYleYEyYcoAOMWx98IYDebCY5eRoXGkD2tcK5niqL8jOrWLVagj+3l7oXjmqJ/DxRdGbJ/vzZAwrdeUn8HOdLzi6U7v3wkq7HrtjqeGA+YAbCqFM7AWcVYtb8dRhUxnNbJ+gLvtSbmgJxHCuiQWyuuXoN4+qi7OzVxm/Lys42XBIyJyCvzfgM+hm8N/CfgS8J8CbwPfAH5/SunqN3qdb1u0U0oJmDyzpmT7b+XT/D7gP8rf+3MicpqThX8Q+Lkcs4OI/DXgn0ULdALyGIoT4KNv+14c9JvjwKp+rvLiMdPFxrUQF5CqLHAYMxc1yUzzC7X6LPfnKvgAqC8D5bUnfvQIc3Y6r/ySEnIYZogiGQONxi+FRaFJJU5fe5Kkq2RZ5qFpLJSWFZcqT04JLn+HYFyApzX7B69SXybseMLYCEVb0Typab5+pbhfvuHTOGqn75w+HBODZaIqeq881xRVPVmVRzilcDPmR6WDonR7q6+3aHRXMYykkDHujD3LcqHn/XBA6hoW9jgY7QZInuScPpBZpekOnliVSk9eCN25YEZw13rdQgeycwRvkDJgK63APgcHJ1EYwx10wRtX2u2lSgd/5bW6+yUDaYGGO+QuMVbHIeWsZEwZNnGaPUjSn5FOvz8GS98UFLXHbAbCwhIyBieSCKNhu6t55eKG10+v0b2c8MX3H8DOHncHdtIMpBnamdz3yIZO7iAz8yPUSRNpiqiduFfaoMvpPM0z5dEDHO4aurvQ3DloXFsoOMSSjet4ImvYOlw3ZSsGxCt+HTtH0euCYoKe1xiFpvba2LSNDoDbfO7NBLHlAXnMQ8rBZDvihG29/tsYMYNH+pFUl9iUNAwZNBAiRLi+nTUDiMB6NQ/HGQYQ9XbBGHVOXJTYJwXpZou7WeFPakLtGE8yi6tX5pdfWkJlGNb62uNCZpuAaTb0smDol4xp/yngr6SU/pciUgIL4H8P/LcppT8hIn8c+OPAv/Ebvch3hGmLiEVzID4J/HsppZ//lm95DXj/hb9/kL/2eeDfEpELoEXhk1/M3/O/Bv5fIvJ/RnvAf/zX+d1/GPjDAPbsjO5uon4qFPnGNkOiO1f4wbaG4UQ5wmRGiVaBxHgWiJVKxs2oD7nttBuLTujv1Njf/lmK214hC9COdxwVmqjzjbPtSJXD32lm3CxxvOHtkNS9Lwe0JgfxfKRa97O5le8cm5OWtGlpXy9Zr/f03nGzbYhPasqrkovNXaobj209xdMd0nakm61+pqbWgUxdIK1Rsc6iUXP/fQtNFh84O6e6p7pU4UKyJFvPOPWMgVelQiFNTVw1WoQnPF1OdIteF5jDiNl385ATKyScYuwwC3zUY0PZJGVmFCgGDsW1YbhIUAhFEQh54BerfM1yeMKU/DNh2UWWO4ec7qKwiKa0R8jdrV4QO9nsDihgl1RqHppEWESlRgaQEeRJhZeK5JLqYSYoxkCsA1JEbtuaw1CyO1QMVzXuyhHryHBv1NfyMnfISVDedo7Wsp3i536hUEiyKK/ZZO52QimBASaiwrDRZiCUeeE6CZzVPRHhYXvCyg2sbM95deDuxy65+pW7WC9w32MWI8NVrV7TZcIbfQ/JQHxas7+r+HmBXqf2jswwo8mz7ugUivTL7KHuwY5AxouLXU6sz7CHGTz0I6RIPF+TNg1mCqXuem1AfBbIQL6vQIaRRAElmDHA6w8U2+5GXErY0s1+O8nZ/D4dodITNXmJ+0bP3RROYl4O40/PxUso2iKyAf5J4A8CpJQGYBCR38cRYfizwM/yMop2SikAP5rb+/9MRD6XUvr8i+/p1/6x9Ksi8ieBv4p267+M4tcA/yrwv0kp/UUR+f3AnwH+6V/jRX4G+BmA6q03UqzTLB02g2Dq40BlXOs7kSA6QCxj3iKCKQOxtHTiML1Q3urDUt2kmQbozzTjr+4GhUCGfOWzGlFpdEryn5SFM12qVO+HiXccqjzEqRLVuqepRg5diW8LXDNSGE0tP2luud/s6IKjKUY+Gg29Kdm9bhhXBYtHArLGXRr1fkY7mSSihbX3Cl9Yg7SdduAvTOJJSemLVZmrRab67fZHbLEo9DM2NakqCGtdoGzrSc4wnJTKPgCWX96rGOJ8Q1iUer7HOA/TYmVz4RZ8BZNpVHgBLhpPomYd5no13T1JtDud2AyxgP48fy8Zrx70AdXirNcgCaRyuvbMjJMXw3JnFkr2ADE+3z9eC6MImFZegAWyxWmO9Tq0JcYkdaObMPIqYSq9v2KvkXG6guf7b1IaigGUnookTaXJbnp4oxFgoy4UfpFZFlF57WOehchK70UfDE8OK1ZFz6eXj1kXHU+fnFB6/YxjMDR1z1BG0mj0fWYLVySRNipDD62jGjJ8l2cGk9slaWJqpSNkMzKra0EH8uxbve+mgj0Vg86Dm7poYL1AulFdM/3hqDuIQXeGIiT0nkuFMkFkaJHbvQ4uc8h1akpio0wTiQp3kmDMlqwzQWH670s4fhM87Tsi8osv/P1ncu2ajo8DT4H/u4j8FrQJ/mPA/ZTSQ4CU0kMRufftftFvij2SUroWkZ8Ffg/aRU/HB8AbL/z9dTLckVL6M2hBRkT+7fy9AH8gv2mAP49iPb/xIbql7O8k/NLgVzp0CKViiPF01Idhq4Y3JKN8WhuxLlJWnrHyhNYxxvIo/TaCL3SbNa4MZlxjO4+9RmW02aRphkUaN8vOY2UYl5qV5xf6gMUid4GnA/VimAv28KzBbg3jqWFY9Hzm4ik+GR4e1lztF1SFx1WBce3ZvVHQnwntRYEJBcWuUa/mrCQ0o3p42LMat9P8whejsUgTWyTjjzFCr4NTQtRE8pSQsiCdrElNgV+VxMoSaoP4RH9RZXxQ8mskxh+7ozCQ1S64vtI8RRMSMsbsAZ4FQ0aHaclAdy4Mp1qw04lOwIxTReIgynIQr9CA7XP01oliwdOQWf8tqaeK1kGlTpZaWMobhU5I4Fe6kE+do1+Cb5TdAmRKm3KWnTly5qdB4uTGR2tzx+rwTaS821JtOvrBEaPgnKb2tFISe32cpPCITbhC+d5prZzvmIVPVeVxVm1N+9GRopCSJtzHUEGCweg5Tm8fuHOy56Ru+cbTC4ZtyWE90I4FbzfP2biOet2TQkl1CX1vCY1ga08Qp0+4SQxW35stI6F1FM8KLfIbGE/VHbF+qud4XKkCVCJI5r1XN2ojjIgqWp88J9zcYs9O9IROGHUSpO0hRf2as9mJ0sH+oF30eqVq4HHUTt0HWNcka5GU1MmxXOEuBbZ7HUQWBcJKRTjozjY63cmFhiOkk/KQevi21eQ7Pr5DnvazlNJP/gb/7oAfB/71lNLPi8ifQqGQ3/TxnbBH7gJjLtgN2g3/yW/5tv8S+KMi8p+gg8ibafUQkXsppSci8ibwzwH/WP6Zj4D/Ebod+GngK9/23UbRJBSTCLXKACVArLOZfGdVcbb0mnwxCnJdEK0+rINNuiUdj97F7V1DdaXht9OWtNgXVJcKbScxxNqRnJ1ZIcmoeCMZaC8swzoLO6atdzbyX686xbCfrmHQ9+1PA6b27HYNv5p0Ue1HR12OWNECQDPi7yrjpT9MVSbhdlYLV5sx0s7g2kR17bSge+1AJgrXpCycBCnkv9s+Yl49yYMujTjT4FmTfZ6BiowT6iQ+Zs/rUOqg6vSrnvrRAWKku7/k9rViHj6GRod/5A53XKs7Y3rQYVxEoiF6wZUBZ4MaeD1XzrIJ2qz2d8AvIxRR1XadPqyheCFrsUizsMb0R1/0kCO8QD9DdDqwniiCgIbeihDL42DT5E6eCCaLh/TnFSqRUeivK8bKsT5pSUnYXi90fuLiDOskKxiXsDZmooOGdJRlpHCBwuhiZU0k1drJ9d5pluIk1c9PZnhW8yOf+ApOAl/5+iuYvWV0BbsEj4cN58WeZdNzebbEdgYGQ4iG5aKnc5EYBH8oZuOqGAQOaks7RZApTGOyhQAzm8XtszFVB+UuUd54Vc+Oype2Jxudm4xeG4GTpXKwCSBONQSjZktSqDR93gGGePxTHovizPyqLHGV/UecJS0XpEWJX5e0F5ZQ604uuRd3AszJ9sXhW8du/2BHShoO/hKOD4APXoCW/wJatB+LyCu5y34FePLtXug76bRfAf5sxrUN8OdSSv+ViPwrACmlPw381yhe/Q6KIP6LL/z8X8yY9gj8kRcmo38I+FMi4oCOjFv/RofeQPLCA5kQEezB4AUwCXOwxDqvjQZk0GRqm+lj08BCoj7cwwZAiObYmdkhYjuP3OzBOYwxJBeBgnGtw0efaUXtHV3tx1XSwrD2lM1IUQR2+4pxV2J3SreyG3UanLDt28ulejdUkeqOp3SBzaKjGx2HVOr2ejHO+Yug3hTyULnNodaFpt+ol3W5U5c+YDZfmtkSYdp2K4Aa3QvdQ2ZVTAUe8kAvX/FoMu0O9fVwXU4NeWuJXxgOdxSmeDH3cLIMbWtwn9qyrsZMs7UULuSNgOHmvROqS0t1ffy9oUR3T6XKvIE5YWhcMlucAplNIvP1DKUOGENOb1FZtQ4BVQIumnJSKyNFY7kUW66fqLvdZJYU6jwSQRODQGgeG8QXjGVNKKHIFqcxd/vJ5WT6SgukyVLwFIQB5mCGN+9fEhGebpe0tzWLL5dIDWXmpQ+ngeqppfm6wfxU4rRo+dhbj/ng+RnDbQk1lMbThpLbXUMyiXGl58bZSOU8xiS6XiXlIuAqj7+p9Fwa5h2hRpllV8MiC9cGXew02o+ZOTUNHyenvTRoSpJUJXK906I88a5j1KG2czqcHLMqKiWFRsY8/N7t1XekcMSm0G5asrgtM6LCaaNe2Ssdbk+4tZqd6XWarXTDP3qYdkrpkYi8LyKfTil9CfjdwN/Pf/4A8Cfyf/+Lb/da3wl75O8BP/ZrfP1Pv/D/Cfgjv87P/85f5+t/E/iJb/f7XzwkaDzSLKxJ2v3YQVfosMgPoM3eGnm7O8di5YcrZspgspnRkIvMVLR0Sp23d5mSFCtHaOyMXcdC5lT1ib5FqT4UYlSI4NtCF5H8bwAxCGNbkqLRgp0/yOg1zcMadXmL3hBHqzdvIZSVp3ABt4zsL9RX2x5MliK/wLGdqGd5cZpgBBOUuSDpSKvT350pcQ7SC4k0LwpcQB8G2+l56k+E/SuSBTVaSE3ekob6eG79Wt3nThpNah9Gp74fkuhGR9+VuJ3N0md9HzPvvkA7QMnGVZKOmYzT9feZoy0pD8i084ru+NlSXqBtlm4b9fRiXKV5B5JKxWqT052LRGW+zKnpeWgtUeGUid8cSy3+klS7lNQ76YWbHHUm3LsM1+l1MK8eeL5fcjhU+u+S6O4k5UuP5A5SP/f+9cTDdsPdcsuDxZaH1yfIYChLT2U8l8OSsdUkpnmQi27pSxvoKCiWIyLa+fvB4A6Z8eTSzCPPb1eDLA6qbp1SgabrM6ckTfCbCGa90jmKCLQdqe2QTBFNXQ+FUyrfxGIKWYkbvkXI1XbQgrgNUjqdCRghNQWhbGgf1Bzuq8/5BIeYoAuseEVFp7BjE9ST/WUcL9l75F8H/h+ZOfI1tLk1wJ8TkX8ZeA/457/di3xPKSKLfeL+L3r29+wcBCApZZaCmvInA35tiJUOsKYHb/IQNmPeLueB1LgUTB5iuV32ZegCREirmlhnAY4VQqPc0GhhOBHGBYxr7bDTZsQUEVcGzbobLLRWO0IBdo4QNVm6eliAwLhWKhvm+LDZ7AFdNSODgXBTEg/Q1ZahCpSV5+L+Lf6O4frJGrPXdjgWGYLIjnLkODXJmYPT0HTaQsrk7WyOHGhMyoOc3MX2yoPVP/ozsUrEQiEgTFJ+cIaaxCYdGk7n24ApAtc3S+06bcLYyOHpErs9OuDFSmjvvNCtZgaIDDqToIjq/1Ee33OxFYaTRDjxsHUkk2YfDeO1w44BfY9RjupIYc4cVJqmVu5UR8Z1TuxZqwGWFnzt0G3HXAhC7tRV8KOFej4HUVSOH4S0K7A7w8lXBTMkho3ujnabEn8osM8Kyk4YTyIXn3nGGC2Hv3uOb44QV/NIeNYueeXuNY+HDe11jdjEJy6e46PlV569gntYapLMWoN599cNYW24s9kRo1BXI5+584TroebrX97QPFbIqr+bGSzZtrU46G5tss5NeTBbtOkF2190OLho9L8TQ2SnjKsUVLEoHH158EGdL53VobcY2GdNRDZlwxjoe+TQI1VBXBQKHZ2WXH+q0CCOySrWJmwvlDfKaNF7Os2Lix2SWvW+pCO9pKKdUvq7wK+Fe//u38zrfE8VbekGFp9/SH3nRNkTBkLtOLxS4RvBDhlT3WkB92s1ww9rwV27WS03QQjqyZAxyIynxgIOr1S4rsTtK10ElsoMiKXGS+kQJG/Day28Ra2+ETEJwVuiz/j6C9c7xfxQ562bpOmGOH5T6Ty1JDZVh0+Gy3pB3xeE1hEOjm5X0KUGgmD73GmX2jGplWbeYgSVLpPT0FP5QmTVN0F0mSERlRopLiE25ry/DJMs1fBIf+64wJgisr7YsaoGajdyGEuu9w3eW1UR7h0xCMtzTZ7Z3daEtsTs1Cs6LvS9xFIYzvU9F1t9c0rHk8yy0M83dbWTGjbc0Q5yWhhTkJnKGQuU3lfpwt6jmK19MU9xVNilXyp0FVLJ/hXH8PqgcM+tm2XythdST+5QmRfB467tmxdKEaifGJpnsPnGiF8Y2ntWGU4JaC3lrbB+Vxeb5+mC6o0dzW+5ZHvbwG1JaBLDvcBPnj5lYQbe35/SvF/QfWxg4UaeDUsun69YPYf9G1Cedcrjvq7xX13x8A2HLYLOTOzIvcbz3qe2XN9R3McuR93N9WZOeQ+lvj8NsE55BpJmOE1CUu5125H6ATndKJ6dIlJVmLIgbXck79VTBI6ydRH9b+7SUz9o0W5q0mYJaTUPzruLgmGtGoz9K7q4K1NJWDySOaRBGUMKC0qEYh8pbzxu+/Imkd83jPpujkxfM7tOuZs5PKDYFyR73GYXO/0z7oT9mwZWAX9/wB8s9ROrcEkvhLylNdNwKi/63bnBdgm7PtprzoR90a6+P9fBYyoTpg6UpVfNwKEkDjab1Is+yOMkwNFO2C8y7tYqSyMkMCeJ0gZ8UMgkRCEkgw+WlLtiu3OYjN+p813SLbE7dsa0+QbLHXeqYy50SZlnU+F94T40VcC4SFl6HYo9XWAOKiuPLhGsdrxiIs26RyThg6UqPGdNy3ao+OiL9zC96FB45UneIGWkXA0YSWxvmnnnEdYhLxCRcqkr2PhwgekkF8JEaHQxlCm4IkLIApxYJIKAbPX2TfLNO4fooLsXYJnpeDnaixck7NMgLk64P+BOe+Jpz6L0ulBG0evYaVDDxDZ5EU6LFTNElZzuNKb3M12r2zcL/EJl4aGJSGcpbwz1Mzj7wi2xcmzfWnJYLDh/6xnuLPLsUGiKz61liJabsOC07Pjia57q/ZL3HpzyyZNnPLh3w1buUT8xtKuK3/Kp93iyWnH54X38RzXx9QPWRS77Bati4P7Jll09EKJQuUBIwlWxxA+WdiiRh0Lz/JiXCdPnE1KEWFqMiKpoY1SoY+pMcsKSbNakTm1+J+EWsVO9gxgY+qzCNaRhREpVHodlOZs99aeG9i7057qTlQT1I0N1ozvu+VpbmcVstk/Ulwptpmw38d0e6l7x/aL9D35Mnru7g+JkeSW3fcSM5pvjona5MDeWPgjla3sGV+B3BodSw6aBzBSrNE3PQ0n26tCQ2ilLUbu3LBxZR1KpVpplqa37MDjibYkMohgyx8FIMkCZ9N/ylg6BgGA6w/62hk2eVk+dasrdcmexB0N5PbET9H3GQjHdWOWE8TKRyqDFWZI2g1HAC/bW5WFe7lgy3CFhEiQk0k4lzc2o2DD5YQ21JeaHIBQVfpmQ+x373uJ/4VQXyQuVbwOYm0LhKQf9bcXQqY+LnIzYDJEAGBtZ1gM32wa31agxv1KoJlVZAHNrMVHx+FBrZ64eIMqzTlY76imtPFYwbnQgLJKInWL/1bM8iMwY/mRMFUsge2xHb4hBwzLEoGyQrGrsHgS6IFSX5hjDZTgq7/IGZ96HJH3t7k7mgSct2BN3u9gqdrz9+Jrt64b+jYHVWctp1bI1FZeNJ/aG6rnhv/vKxyk/HfiRzQfEzwpf+NoP8OhLd3n9J2749NkTfv6nGtrLBrOzfO3ygjurHeMnW0LrsMFgTOK612twUupDMniHs4HKel5/44aDL/gKD5BQUuw1WGS6b6PT81yOmoAUVjWWO1qMjQFnkdUCuqyIXNWQ1jrIN6JWCjlyLxWWdLI8PtPOKL9dBDNGogh+6Rgma968G5NWn+8k0F7oSTcTJz/ocLzcJlwbMD7NHvbf/SGEl8MeeWnH91bRFhQXGz0MqtYTaxTP8mrGMx06VFT+rxmUB2ucCiLiILhRB0wSYKaCKYtQh1OZ8oWk7CcxKfHSTDejCppabRL94Bhbh+mMvm480imSOQ58zGCOwo9pDhmAvWOoHXU1qoF857R7DJm/vJOZrjbhtm6n0I5fKhXP25CFCrr9nHylQBcoMx63etNATbxitIhQXSu04Bd6/oo+DxSzmGWixZW9wHWjVLDbLMQ4y/g888fG7Jz+f6GUTGsz1KFvD2cjPhj8vqAwKkSaYBw9L1P3nHQRtDBFeInXz5NC9tTOjJJkteBLUudG6ZUuaHtmqIMZmwWZ5M9kqCoKEvUculurviYeuntacEM10QiPMBFwdOtLR0vTaShrPBCOEJW7tdhOQy9u37bsX0tUm56z5YGI0I0F6bagvDGs3gd3qPilk9f58R94lx/afMQvvvJJiq3hi8/u8ebpFWerAyKJdlux29ZYq4yV6V4JechdmMBZ3dK4UQfD3pGS8OrillXR88Gmoz8t8M0xwm7y8tCQDjRAel2SSovps4y9yoKXrFycPEKkqXXAW6hydpKrT2HW0xGdzIVWxsi40BT6UJEnu2luciYvGjOCOeTB6U4l/8XWq098yAKyl3S8LEz7ZR3fW0XbWtJ6ofFCoydd3SBdj1s3KnSxZY7DMrN5zOT5MA4WVwaGOhK8PpgzLzgzFibWg0SIntzdCd35sViHSgd2NAGxGhQcvCE+refkjyl3z2aoItY63LF7dYmLL5x1O4DZC+X7lv5kyfYTKjt3V067tVq7aDUhyj4SmUtc7LVg+oV+Dnswc/4foAXSaNGMVdKuUvTnx5xNSMzF0iba13PslSQIBlodRLqdmb08yq0W/CL7J+9fFfpTMGc9rgxqh9tbZDRaxCfoRrTDnlgMJg9fb9/fYHuDP/cQheSi4vIJUpEdG0WHickoMyiWRo33cyjxbN5fxlk6zsGCSZQ3BrfT8xwKFY4guvgYgB6GjEEXlWfwpe5MBsvqA5lZI8kY+osIb++VIZQXhbFzmgGZZwcSJN8r6Zih6GWGq+zBcPIV4eKX92w/vmD/Ey2rVccwOi53C56ENf1VzeKhzZS2xJ1f8bifr/nZ/9On+R3n77B665b9108YHq/4RhLG0VKVnou7Wx1k28CtaZAg2ELP+W5fEYKZo7NiEm4PGge2qTpOy5bTZcvj+wW3fYMdhOJWz5VCDyBRlYz6XBVzpJfi/JkYkLM/EfDVJkfIaVMFEEqDr4VxJVkboM+f6/SeMh4O92Rm99hWO3TbZj+fjT5b5a1QXSeq60B1OWDGiGlHeFFM9hKOxPfhke/uiFFl286BseqfESL2eo/pFCrxjWVcKpsi5CJlO+hap9vyOhKCIF5v3pSL+yx7TTk9xTKb7U8RWDN+XAfK5aDJ7jelDswEwt1RhRaDAa85gy++rkwY+jAVWS0mroXqJkI0dHu9JMVWO8lxJbOTYWgywO5Sxph1iGgPRvnog8z0Rk3myXmKTuhPmNNfkoPhIuhOITNSXtjl40eLKwbuvL4nJuHJ1Rq/LbEHQ6hlXhOShbgImM1AsxjUxzmBKQPS5EiqUQN5i2bk9YsrnImMwXJ5WLDb1rrALQPSTdxeAyFBoWkrknczMQhGkrrxbR2uhVSQt9HfXLDFG901IZTXWWFZMBtKgf4/uaa6K8foDZtXb7nYKKth11Vs71Z6/+RIslISxiRsHoKM3lIUR2gsDJbkjXb4OUBa348grVA/E5pniTt/8Qtc/s8+y5PfETg/ObBrK4ZHC2W65N1Kf5awnVBshf7M4ReW2NccQsX2uqHcCf0q0R5K5GHNrkzEReDeK9ec1we6U8ez/Slj5yhqTwwGkcT1QWGSdd2zbjq6seDhdsO+1iFyaB1G9LwMZ7nTrrSYjmshVAZ3UM62bzJv3r4gqMoD2m86zIs7TpR9tFLVaGwddm9pHopmhZ4wpxWRWU5uq8+g2kPoQDwWOigttkH952OuD8M4beN+M5Xl1z8SLy/Y/SUd31tF2we4uYXNmrQs1WEO1PsAMH3AWsEOSXm29oVt/d4SKourR+XU7g1k8wvfZJw3Mm9tgblbN0MeWlUJd9bR1CMxqWNaTPoy1at7FvXA5YcnCsl0WjhScaSOTbFMpie7rh3x7u7M4Bs1vVIYZRI1qBLRtspDj2XSZyIKk89KcWPmmC7tynXoZUbFTie+enAwnEdiE7CNx5UBayMud8A+aIr2ctFTOR1KpiScbg74pXaDKakU23tLGI3KuF1kf1OThpwyXkWkVJy4rEbu373kojmwcj07X/H5Rw/od6UOK62yRubDpZnTThRi63QQ64VYB+JNyeo9Q6gVsohlVsMmkNEci0ZSleTkEx0dL2yxdedhW8XGyxshbS2HmzN2VQ5aMODutjT1SF2M2Fys7zR7ShN42i65TTVtVxJzmMK08kmnAbkK4ahS0+3h7Kue5oMdH/5LP8TtD3pO7m8ZvWVsHYi+Hw450TwPrXdvavCxIMhhwd949gnEJMZNxDae6A31VnQGc2V4ak+wJvGZ8yd8RRLX+waTdzfLamDfl/hgqN3IJ0+e8fCw4cleAwfKwtNK5jubIy0WqyESfpHoH+juyVQeMWBdDo3QU4vk1zFG+fgxCf2g/PxVPei5lMh+qLjeNbhfrVl+mKivPNcfd/T3VRJrD2aGAad7OJZ5DuXS/NyMG0dYrDC9CuKK3r/0Kvt99sh3c1ij3M/JzrF2erMuVEI9nJU65R/U7L5AO4GpY05R1Ni+CEgsFdPMHXDMiUe2g0mU4rMRTSzzsG8zsl70KkEWTSW52ZckGykLz74rM2ZpvskqVPIgzXZ6E86m/nmhmH7fxEAwne4UYplhkRf8MlyvYqKpqM82oDG7weWgAfFZQXiiD59fRVKRsMuRwqq5f3+rjmsyGmV+WGDtae6om+AQLKUNnNatMlui4flhyXZfM16qLDU2nmAS9HYWkNAZ0sHigbGKdIuOgy/4+vU5V1dL0q3y1GUusMw4Nl5g1MHr5FM9QTOxUJimP9eBZVxqwWDikvvjoLW41cHVpJIMGZfvzyMsPQwG2ZmjwVTQ3Ulqhf48kWpduX0wdBSzFP3x1RrfFvq+bW7VgzIrZFDqpO2VMVTslWLYPE8Uu4RtI89/9IT+HKqzjkU50nmnYjCj134O/jZHCmHKqsv9r57xlcUpbEY4GambkcIFbt4wmL3V6LrHJQ/9GbXTxeZ0CV0WNYF22IO3NMXI2nWUK09pA6UJvLG65npzwxfMazCYI0U000GLxrNedpQ2sK46NmXPwg5EBB8tPhmcRBaux0piO9YM0X6TDLwLjuu24cnDU8RFhtcCtrWMK6dxbnm3FMtEeWUor3UhmBSqAMWNUF8qvS8ZVf8aa4iuwIzLnJDzsuCR7w8iv7vDWuTslFRaZNT08FQVhEWhU+1CudShFFyXiF4HdHP4a2ZUyKSoi8eCrtU7Y3PZk0GFJMyKRuNUrZiSUBYj3ahdoBh1gfNdQfE809Bs7lSsDtIkZqaDO+LjE4MjmeyFAfoeysSYh6FxEUg2YVqLCNisbFRhkH7P1L1PQ7apw4wO/HoSw2iBc1PMVzfxoQV3a7Bd9hfxBZe7UwDM6UBZexZnA4ZEaYIODnuLZPpcLIzCNYJ2zVEyh1w73bAQ2tER05LLD04we/0c08OZ8oKFpNm/WaJCPZIVb9P5DFU+jy57jkxOefMAkRnPn+Oy8oMeshKWpdegjOtCXydfl4n7HYssny8UColJGLw9GjpO732yVJ1unxxCIF6wB11Yq8scI3cbkQg3nyi5fRvsp7Ys64HSebU0aCz7g1MWhcuD2qAJ5+V1ZklEKK8zXDKWxCrSFxFqqDY9vrb43uliZBMfPD+lqUfurHaEJAyjI0RDHw02T7RjEgoJLJxe38p6msXI9asN14eGEAyF0x1TXXjqYuSk7FgVPa81N1QyEjDEJOxy6kAhgY1ThkpjRvroNCczWi77Bdu+5vJmhXhhcd5xSA2hsUfuu5fMEMqc+4H5GY5FjunbQblNGm9XHiPvsHlhlwLzsiSRfB8e+a6OJEJaVIwXC8wQcc93EEdYloTCKJdUoNzqdlmpSjqUpI4UTaaBBaGYmCMwc25TpZixGQXfaHKJ5K15MpqG0w0Fi3ogJQ1sNZ0O7NLzAhsVX52DZye1o8/eyLXkDl7be9MbDLmwr3226DSkMqe05AJhbEQWuhWOrSXs7cwHRiBtPEQwtw4Z1JUN0cWBux3WKp1tktenKHM6d8IQ6qTmTFnlaJ8V2F4YTEnbOb52uKtqz0KNjsrFSH9wRyjiRYVlft8x6f+HVaDtS26elZRP3UzrAy3OqVDlKpmxIUEHj9GK1sbFkd8+sTpmMY3Pg9J9pqeJLsjis7dGxlklqflUWmsSTRitCjaH7CrY6j3glzr4Lc47NquW07qdIaI+ONqx4OrhJifEBP39gwpT7N5oOMcB6iu9B5tnykG//nhFdwf8j+9YlCPrWr3VK+tpU4H3VhesIs5Wr6F1JJs02CMvyvWlnuv6ueAbi180JGlIDbhc2IePddTLgfj5DQPw/Ed18elHVeRak+iT49pGHhUn1HZkN1bEJHOy+4PlllXZ03tH5TwLN+IkMkRLTMLa9WyySmlMlohwpkGtBAzX44KsiaQynjEZRixPDysutwtShNc//pTXlrf8/M3HCCVUOkrQRCGXZrbTZBM7De/NAPVV0hkQ3zRz16BuI4S1Jii9tLrz/UHkd3EIpNJpHmFhsDu9MLE0c9q0HdSyFBGSE8ZeizCg+LW36jPsdMscsqqRhQo+0qDk/nBvVCLIjcuiCe0AChcorT5YKSnWbFt1ZRvXkbTxxFEf5KOjfu4EvQ7PJA/JbD8NGzUaStVpQBJF0SR3zxhcNVI3A3Fp6HJUmBildtlS7WdH0fdLq4b7oU7I80oXDZuUprYIR+zVRuxy5I23nrAsBrZjxfWhYVfUeIHUOuzOYrLlqBfo7w2Uy5H1gx0hCvvnCziofWlyCamVn50aMJWnkEQYLRgY3hgwLpC8VQgl6DllNMdrNHXgWQGZsixeXggVMINAToyxQz6vE9ssQx2x0P+6QSEm96DF2sg4WvzeUd9qx6ZDZoWypngt59Q29YOrU2JQ7na4KrGtoRizlJ9MFOoVWnKd4tbFDppnAdtHxpVj+5rl+kc85UXHvZOthvwGS+cdt7Hm+nIJB11sZWeJlcV40R2VwHAaZz/xfV7QJlbKJIDyq0hcaFiDsYn2uuHkqZ6Lm6+d6k7LZpZspQtDyLj2wo0cfEHIJ9CZiI8GI4l12VPaQG1HToqWynjuFDsAPr99lSftiueHJaO3+HyepjxNYG4CTBmwLrJc9JwsW2QFF/WB0njK1cB46qiuDK5Xtsi0O4I8UwoKK6Y8E3rRGydZodhr6ruMkWQNvjH4xcuBNDQj5PtF+x/8EGE8PYa/9feXRCv0Z1Y9n5N6d7jCQPZKCFW2uWwNA5V2s16ITSTWQqwi1T3tEvp9mafmAeMCca/5f76OUGs0Vl2OFDlhWyQrEpPgVwEW+j1BgGBn7w7byhErd8zhrs0Txbn7U+FwpspHOxxl3FPAQjLgbx3jideiNwrS2QwTREJvCXn4Fl1iXCWKnf5ed9Df2Z+j4p7iiPUZm7Au8vBmw3AoSAd3tOr02vVHC3GVcU3JrnsJbp8tsTcOFyGsInKqwYIpCPSqfIzWYItAVQ9QQ4yGcXCYa6fwwgQ1xCN2rWm8WYhSppmXnYK6NZpeP5MGT+jnmB5st2c28Z+45YePjTSnnXpeZ6bF4loLNuii3V/oAhcXKkyqSk+IQnddayc9CsVOr0tyKdvA2hkCm8yykijEcvMxy7iydPcD5f0d501Pk6GF/Vjyjcd3SL1FXFRoowzIuxrtFk7ifC3FJnARW+o2QkzMugCF6bw3JGCRzcRiFG4/3GB36u0uEdZfE5KxHB6Qd1EWv3R0a8cHwVAUHp+ZVLtFxarqeWWxxZlATIpVd6FgN1b4aPib+4/z7HJN84Wa+gqam8iqS9guUuw9MgbsdgfGMJ41uP2IjIEnv/2M7vd46sZTOs/zbkEXHJ+6+5SHzYbb9oLmaYZDmmkBVchrYkRNTpIxWwBP/kOuDZicWxkKVa++rGBf+D7l77s6YiG0dwtCKTPpfxrUTPQ+16oLnxmnLZNivsWNJe1s/v5jzFPcRH70lY84+ILPH15FzvqZ2xpdZMxdTrUcMZJISei8YxgdQ1/Mwg2SZSwToQf2x0Ea5Ol30K1+Er0Jy2st5KuPPK61jJuSWCjNaxLRTIIfpQoKQ3LE0mIHwW3VRjRaq7TF3JWHJoFN+KV2pF7ybmIZSS5qsQj5ph+ENBjKK2GRudthkf06sk+KuqgZytss/XaW4QTktR55peP0ZE+dmSbPt0t8bzOumDvmpIOcFIXhqsa0JvOx0wtYNrPFKunIG5+uk91rsZ4Ur9Pn/SYpflYpTmKh/jzhzzz3X73GSOLRR2eYG4fb54VMYDjNeGkOhpbOIgnlNA8Wu7MUN2ZeQJMD0woub+WHE0il7rD8UjF8DWDQnVt90rFZdPjcXd8MNYN32FLl4+VCJf5+W1JmaE0mKmdmpKTREDotqrLwpBTxwWryejDqnxMMqRl0YLbwhAW0r2WIcF/oFinmHeE0S+kN4/OaMcHqaxY7QL9Y0Vl4ls/nLOLqoHkWcV3k/KMd53Ts3yrozg27B4bDq4nQCGwixkH0a/WEiQa6Qs3BUiJ8tMLfszT1QD8UPBwtn3nlMR87veQLnyrZrpaUN4aw0gJcXWliPC9e69zIjEuj8vYA/WlBsTOYISA+Ycc0Q58v4/g+pv1dHMmAr7M1an5wp2Tr6PIWyipFR8Nd1SzIjGowM2PAVnA77Ypef+sxF9UOZxod1GVM0dlA35WQwK1GfQAQukEHOjGokb8x2UKySNpZdwbTySy0Sbm7Ttn+FDl6Oy+eqCubzdS8UMkxGusFS1QEfKEDxsnnOhZq9fBi4ZqKjw7pODJSiiN/WfJCYoIWmWlxU5hIf9Z4HXZOcVxTmowogkSxh2E0SO1nqOhqt1BOdo7jmia+IajNbBpNfnhzUc5QhERI4/FDTN0rTiX/xa2df/fkMjfh1PPilu05p8HjuIKwCbjViDWRw1BgtnYu2KHKLJvJ6AnmISKA7xz0ls3XzGzuNbGQ7EFDIPoz8KtEOMuT0p2dA4ht47FFZJGHjUUSxmDxwTIEPUfiVGDUbmvszirmblD6nE2ayTwapLVHyGiwOpPw+b16yd43IzEapdstRsQk6lK/1ubheRwNvlGa5swKAej1/NbXibglQ06JchupH7XYnSYchdMFoXbs31rTnRm2bwvDaaR8bcdJPdAUeq5j0jQeaxJDsLR9QVtXiv+7pB4nlIydI+0LLs8WvLm+5rWza96PQl/Vuhvc25muqyIemWdPkOGvnAQkUfALg7UyJ1HJSyq0CSF+nz3yD34ko1CCb/T/bQ8x08EELY4BYDL0mcFb3TpL1G1zqFVZlSyM0VIZz3lxIHrLsC1Zv7LF2kj3XoVNgqyzkMZbxltVKqbTEVtEwkkg7S3FrcqXZ29iA+NZILnEOMg3FQWy5WV3ZpUtkvHXmcKXu+sJd9dONIezCoR7A+Ek4XeF0t0ydG4mSGXihxcJGoV6XH54Q5+9RLdOb/o4FbCjeMcdmOl2wOxBPnWb0eVOTUoejSfaFR4cMgquywNJmwexmREwL2KFRsYh2kVLdpiTmD/bImq2Z2txW5ll8nrNtNCbUY4+6pk1EGqFgEIeOG7O9yyrQQOTr5bUV9oxd3cTfqOLpckGVmkK2AXmuLoI3QVzt2lbXVjLbSIUwuFTA5vzPZumY/D6GE0c5CE4rIncbfYs7MD10PCsXeKDPvym1LSe/mpJdWXUguA0d8a9hSpokvqV1Ri2NOH0WsjcITOfnOY4+qLArAbqcmS/r4lB6J83yhf3mmepCt6EaYY5lIHMAtq9ndh7mbn+80SXNbFYz/OCZFJuQBL2/oH7J3vWVcdhLHm+XTL0jtg5TOUpa4/3RncEO4ftDdWV4BcwriLFrRpmXT6+z/PPLvnpj32Zj60v+f++/zGGviAkGDaG8kbtFcyYMqyY5xqBma6rzoTTfWfmnfhLqzsv76VeyvE9VbRBt21Fhg1cR/YdYTa20aFV7n7tUSAzm0FVzCKL6jlc/uwr9P/cR9wrt7C3FDeW/sJhbWT1sRu6odAO8lBgWoNtjeLY0x0Dc0BAaLKIpdSC7c47YjBwqLCHDKNEqG6yfWg20fdLffhikUgZt0Y4PlxJ3ebszqny6+BIjSoRYzDakeVO1u11gdq/kYinnnKpH9z32S521NebhqBHA3nBHWzOnuSb71Q5du1BdSAUNxa5tkgoEK8DuOlnYpHpc1Xe1ucuOJa6qLrbXIzC8fUhLwZesK2lev6Cf0ep/6bxVy9AYtWx2w4V+HWAVcCWga4vOLQl8cMFi2c5O1IU0hAvuFtL8wS6C5l57YqrC8OrI3Y5MKaG4trk4WIilHDzcWF4q+fHPv6+QhvRsBtL+uAYg+V2rIlR2DTKTb/sGr7x8A7p4JCFxxZKvZQiwtlAesVTmMim0pb+dlfj9yXVE5ehlgwVZZGLGYThXsAtRz5+/xl36j1LNxCScNkveVhsdDt/DqULvLq8xZnAbqwwkqitpzSeynqWuUo/6df4aHm1uebt+jmfrB5hJbINDftYcYgll35FHx0BgyXSp4Lnw4K/9+xVfDAsar3PpB5Z1T1DsCybyLIcMPcT26Hi6npJ7C3mumD5AWze9yzeuWT3mQt+5V97lZ+88x6/662vcDUs+Or1HZ6VK7auRr6qC0p/AshRMGWHRBLF7ydNhfhj2MVLOb4/iPzuDglq0g5kT5GIHROmj8TK0J2pT7PrkwJRosT7ydUuGcW8p8HR4lmkPzF8dXuH1WnP5vVbdv0p8aATLt+MOBcIYjCNRxbZIB4djIXBzi5wUydqWy0g5V31crg51IypnvHpqRsOJWAyg6VG7UqrMG9vXXbCsyYSoiEEw9C4I5aZ0AUBFJIZsqCnhKGAeDFgXGRsHWm0yE5ZCYrzq4H8ZAhE0PdWHF5gUzi+qVuZUq4lp9WI/+a/u5xqE4pM05toWpIwKQflbrLd6qh2mnpNjwELJJXvS8z0u4Jj8s6osMzknjdhsxOvXeOnDJFAGI1em87QXB07yAkCAu0Wtx9LsMxUyyhI45WDvxgZ9iUXnzcq1BoTh3uG9j688ls/4m6zx0nEJ8PtULHrK55fr4id8vbr85Zbap7erhjaAq5KyIZh1kWMJNquRqz+/zha+raYu1LTG8qr7LNRJOonBhM0Gi80mvVIEt67POMb4UIVlVFgUJFNLNPsBfN8u1TPkc5hXOTO2Y6z5sCqGHielnRBS8B5pZ7n7/Xn/Mff+EmeX68gwdnZnnXZsy57YhL2Y8l+KLk5NKQoFIXH2cjNbUO4KSHC0K7na3pdJsL5CALmsqC5EupncPH5A3Y/EOuS8mrgg597wF/69JpPP3hCaQNnzYFwJlzbxI2tKbaGYpuv46SjKGQOzHAHvd8mo6l51/AyjpfUaovIN4At+sT5lNJPisg58J8CbwPfAH7/C5GMv+bxvVW00dV1lrfulOqj/3jswFKeMk9m7knyqmwhZJm67bXg3Hwi4W83fGL9jNNFy9aeYMugsWD7glDlLV4SsJHlosOYyKGt8L3NQghmD5NQ5xvKG5Zlj4+GK5s7/9woZx2CUpbygiKdMgGGTH4eMtZaVBpAkJKa/2jXmxeuPLBKRSJKnJVnsUhaeNoCuSkwEQ2/HWUezNou//4MzRh/xI2nAn3cFsMUnDBFPE0G9NN1mQJ0h5PjuZjw4liqSIm1x9hINBZcpkG22j1PGZ4T1KPZjbrAmMD/MD4qvYD7Z4HSuFa+OkYHrLYzmPy6fpm7sVqDIsIiYIqAKwLBK3gqkgiDZdiXmMsi+9eozW57D8ZXBu42e2o7ctkvaMeC7VCx3dfEyyqHaCT6fcnoNGU99jYHSGgTkZJwuK5Vcr+MjIMGRagrnyidbzzCZG5v5msQmkiq9X4PgyEMpS7gOXmGiUKZRUNj50jRKNvIADlM2IjizZfdgv1QsiwHytyND9Gy70tcqSd3e6hp+wLW2kD4ZIgIdTnibGST4ZGtF1h4SKIQZVRnStML6dYRne4S9P5LFE93EBPhbEEqDPVz2D5c8HSzYl11xCRYSdT1yOHMMNSOJO4YYPJCIXV7fc6nGRJOT8vLOl5yp/27UkrPXvj7Hwf+25TSnxCRP57//m/8Ri/wPVW0VQquTmK2TxoLBrPN4+TWN7FHikOci7qMUQcUYeoitetcvytcLzc8vVhzUR94dxGUClsGxjFziaNAb0gYxsZyse5YVQO7vuR6WBMHA1GFGeNGsbd4VbF5redes+fnNyt8KpSJYI7bettqh2AC1M8N0WkGnqaH5wd18ssuXnjwBS0y+UEsTrWtCN6oW50L9DcVxbOCYn8cgkZHVo1ltzv4pl3I1NXOpzszcmYBQzxmbU5d+jQYHU8z/NEcYaPZWGrtMVVQ3NqrkZIZBRmE6low/XHhGzbTgDD/rEmzmjEWcnyvWcV4xN2PuyAiCmXtjfLnF9B/oqNZ9SxcYBgdfVvMiyEoFBVuKkxrKPa6UJS3unDcfFx487e/z6oYWNgBnwxf+vC+Ng8u4velziBqFUWZa/UTb+4eKDaB7U1Dah3GJnxvKVYDm1WHD4b9V06xo+DPPNRxpj8Op+ToODQxPkJaBcghz2lbYHqj0FPmyMN0Pgz0JXZv5plAf56IteGqXtB7FdrcXi+wpabDf7TdEBHWZc8rJ7d0vmDwKpwxJHxSWKRxI40bZ1+R67ah95pOP+8IC0ccLaktsINgL81x1yYa1Xf45Dlu54mlIQk0TyPRGZ5sTrlaDXOQtbOBajGSFiPj0jHkQbckvcYaMCKQE4kmMsLLwrQTqLfMP7zj9wH/VP7/Pwv8LP9/VbSncyeiBaIq1H3P6fbbZ062UrQ0IskdImaIGK9FGys5nJeZ211eWb5ydYf7qy1nD7ZcP1fsDZOUI0tgHCvsztI9XvAkGF6/uOJ84Yl3DFuzQC6LWbySbMSWqiCrrWex6Tj0FvfIYFu1N7VjotgpvMOxzmEPQV35Th2xEPqNck7HNbxouj8Z+McqEVykakbO1gdCEg5dOfO4x3X+/sy8SOlYjJlofeH4+2dv8ReOCQ6Zvp4EVWtOdMIaxpMs3slbd0zCLEeMi1SVZxwtwxO1Cy1ujQpRDseOfVzokHi2FUj5M2YK47RgzZ+F/NBOvuXocJTsf2I7mX1exnXkzsWWIVi2t41ysZtx5jqH3kJvKK6VSVE9h+XjyPL9lg9/ekn5o9f8yNlHPOnXfH17zrariNcl5mSgKALV+YFhpV7o1kaGUQMs3r64BOCdL5yp0OfunrIIGFGF4v6mwSbF4qU3mK3VgW3UxS80EYpEWGkBL6b5RFuomnMnsxkWLwjIzKj+HNWtXuNQqylWdJbdRhW9pQ289cpzKudxEnEmUlttY790eZf9ocLYyKbp2NQdq2LAR+2yncTZi6YvHWO0bLcNKd8f0ev5hCOMZXvd6XR3ErGK3HwWpC9ZfcOweKpsleo60X9Y4Fdupnz2ZcI0+r6KSlk5w22JtJbi2syfOZmjudRMAX4ZR3rhhns5r/b/FuXD/l9TSj8D3E8pPQRIKT0UkXvf7kW+p4p2dHC4b4/2mtlqdIJFprBV9f5VmGH2+PUREUF8Qlwu3KXi3eU17P7+GbevN5yeHLh375bn1yt9mFEc0lvlflZPLePYcNn0LMqRk4Uq7a4PJ5jRkArFpVeNQiM+GTZNz8Et1B85QPM8UD8fKB7d6gexag6Pj8jNFkKgPt2QqoLxrGFcO3xj6E/MjBtLzO51pdDeNIxNzZPFSoubTaQm4BvUxGhK0cmQESjsIAYNTEhyLNbyQoHPnfeLkNNksjXh8+MyF5iVR7I/i7ERl+1MYxRurxbITUHzNLvq3eqOyQ7aQftaU+19FlXoG9Q/UxpMMiBl1GuaO/bpQ9lDTi1KaG5nTiWfrQhs4mbfYG3klbs3AIRoeHq1xu+KPMAVNl9PrD8Yqf72V5Gi4P1/4ZMcPjXwQ6cKMX603/DB+3cwtad5sOdk0dEUA50vqNcjry5v8dHy3vYUI4nrruHhwzPO3ofDfV3oaue52jeMvdPhcidUzy31cy2u27ezw1+TFY4uUjcDzkb60TG0BeaqmPn8Gjt3XFht5lfbIbNusgVt8zzRXgg//rH3eXNxSUzCB+0Zu7GktAEnkd1Y8rxdcv10BUl47fXnrMoeI4nn3UL54UnDqXvvGL2l3dbHaL2pwGVISwM0Emmdd15FgjpgykBZayHerSp2B0v9yFLs4PyLapo1Lg2+1vlId1dZPn1j1Ws9H5OQ6pjTmaG/KVnoJR3fIU/7joj84gt//5lclF88fkdK6aNcmP+qiHzxH+T9fE8V7VDB7g0tsi8aCU30vWkoBnpB+xMDOGwfca2ZFZLRqaOdDiYT6/cD44eGm9uGyzcKfuJzX2dZ9nzjozsqXIgGTCIsIrZX4czN1ZI2F+dlOTC+tmP/ZIkAdTmyqTpc5q0OwWK29sj5XRlMKEj2hOKy1ZSPENS4fRxJo0eeXUEIuHcGirpCFgvCg3PCwhEa7cI17EEfGF8Lw5nuINSVMCq+OZsqQYpgOzPT5aYO/5s44bkQxAJSyWx6Nb3GNGCa2CJhkYgnIy77uqQkpGgYB0N72WB3luXjHDgxTfQTOSpNO2xNBsq4d/49ps8D3ixpFi+YW8skNlKPmDxQfqQzi1gI27e1iIUs3VbXQctbb13yqc1T2lDwqN3wcLshPq0oDoblR3D2pYH6b30R3ngVuTjn6ifvsv/RjtfvX3FatTzqNuz6inLdc74+cHexw0jidqhYFAO19TxpVzzZrWi7EjGJ4UOl9GkhBgmGMRrun2z58OkZxbOCsy8mqpvA7jXHuIK4DBp/dnCYrSMWkcOYh89tHjgPQqiSxr4lMJ2Zdz9+oZ95UnwOJ/p31wrbT3t+1/kXGZPj0i9ZOW0s3rs9pRsKDtuKNFrKTc/psqV2Iw9vN+y2Nel5lZ+3DFtstcgu/bFoTsZssdBdV1rq/MAUagugQHPG2wcNHV6ctKSNEO4a9qPltnWYg2X5rlL9yoeRiy8oscA3lv0Dw+6tIxQ0uV1OGohYvHAvv6zjOyvaz1JKP/kbvkxKH+X/PhGR/wz4bcBjEXkld9mvAE++3S/6nira03DMdlDdJtxBfbN3RfYrmLqzcNwijYvJNGpieWh3rYOtxPJJwPQRMyTq54ZxpadkVehWdBpCppxu4hdZENJbRkmMhQpMLlZ7Rq8pNqUNLNyYLSsN3eBUyKJzGsZGkGBIpmBcu9mlzO0DVV1i9p2auBcWM3jYt4SHjzA3t9jVknTnlLgoEV8R6im6SQgtubDqiZowUUCLnFdVnExe3lPnPRXvPIyMFfMwcTZKzp24RJmHQdExe3NPCji/K+YHxrZWueXmiKmbzPhIVrFwvzo+9JOkffIdTxaCmfzImd/7JEByrRanxbOAr4Xtm6Jy9BfMpbCCrEY+tXnKRbHny/19Hu/WbL90RrnXxWTzXqB+uENONhAjh0+cc/uW4c75ljdW15wXBx51G0oXWDQDy7JnU+qwbPLqeHJYcRgKuqHAmMTQazbluEmkO312htQTd9vVhM5Sq3sC49LQb3SnMav/cjBwLEFuiyzf18/vG+Z08kQulMh8zcyQk9StGp9JUDixPO9Y246nfk1MQhcKrvqG7aHWRX20MBicDZTO8/7lGeNHC5pHhmKvO7w0GTf1YGIWHbnM6MjCrlRkkVatgdFFETBGlZwhP08mM2eaasTkqhgRukVBv3LspKHbG9zesHiiw0tfq0Zjuk+mndgkrgJmR8SXd8hLGUSKyBIwKaVt/v//CfB/BP5L4A8AfyL/97/4dq/1PVW0bQ/rr0N9Hamuc2LIppj/LVR687idFnbX6XBqbASaDBHE40VVNaXkTMc0F7LrXmOY0rQNj6Jb8INhvPDzIDBFISYhROFus+e15Q1fvrrLstSCf9UuNLtvX1Hm7WyooX0ASYwyNnIBGpfgzxJmVZGebzj91RyZ5vSzLJ68jjtEXBsorlrsTcvi2Za0qKjOGvzCMZxYYiH4Shg2qhwd1xlayFjnFJ81Fes5HDVCdaMD3tu38kB04qMn9alOkC1gJVMVkw7PkuAvK0xnqPaZJZON/P0y6WDYq8Jyzh2s8oC1jlqUs8rP7VWunqxylOMiqP/HoHxpM+j2VxWlHhPg9g2nyd13NHneTIKShecH3njM504fcuYOPBo2/OK7b8IHNav3VUTUPNdFu31tTeMjcVPz+KcKulc9/9NXvsab1SVjsnzQnrIoBt7eXNLYkaXtufU1jw5rHt+u6fsCkhC94KpAvC41YzMvRut1S+U8t23N+O6KaqsF+OozwnCaKLYZ38/eM25ndJvvLa5lnoUkC/tXgE4XqFQkgk2YUZW45XWOhOuhOwV/pk6VN6fC73jjPbpYcOMX7ELFL33wOvG97HlyZ0R2llQk2l3Fh++v+cz/5Rnpo68jZcn42TfVmM0ZQm3Y37MEDcGZJQsyJd6nRBoTKTlCGXO8HKyanhDVHXMY3Ozp4TKrJSVR46lCSHc64pnQeUP3umXKSk1552jGPJOKunC7EcyQlC32wuznpRzfWaf97Y77wH8mGtrqgP84pfRXROQXgD8nIv8y8B7wz3+7F/q2RVtEauCvA1X+/r+QUvo3v+V7BPhTwO8FDsAfTCn9Uv63Pwb8IbR/+A9SSv/uCz/3rwN/FPDAX0op/e++3fsZTuDqc5BWghQBpFenuyIiJjLeVphRqUG21xV6NpCR42RZeb1gRyE6h0QNB3UH4bprsJKAo1w4WnBRo6n8JmgHagVnAyEZajvydvNcqWC+4LJbcNvmLeXBKSNgpbzs4SSCS7hrS7FXBknzBNK7jv7M0T6IHF7JJkQG0hm09yzGW8QXmFF538UejE+4NuPtVx4TlF7YXTjGhTDu9b0L+nnNqAW6OCj/2Hi1QbWjdjLtHTPn8GnnbWbRyYtWtqHKA9QbR8RRXWtAwXAWdSBp0G4xp7cgCb+OavKfqYv6Whm0jvICdS8R7g/YMiA3JaY3uDYPm5vcZR+g3Bl8JVx/VtN4zMFiWk1+efOTjzmrWn7i9D0WtucXrj/GF5/fxX6toXqmYbAS84OPwfhE9+YJlz9Y0H285/xix5vVJQHha+0dYhLeWl3NHtHvbO/yaL/m+dMNtBbqMC9w404htFABr7X8zo99jWfdkq9fnjMcCppnMt/LfhMwvWHxETmMwxBLDVCQAMbyP2DqTGIjSTp8La90ARJ/pLjevikMp+CWnjAYTi/2nBQt7/UX7EJFTIbhtuTiy8LuTUhFIJYWczDc/+slp3/jPbAGWa8YP36f7qLEdtrtGJ9ongeGtZ5/N+rwdh5U55nRuDaZBlswlonDiceWAVuoQjcm4WbbIFrnVSg2ZMWufaFdzn7tOmQVTKsNj+1e2DGSxXUchXUv5UgcQ5K/m5dJ6WvAb/k1vv4c+N2/mdf6TjrtHvjplNJORArgb4rIX04p/dwL3/PPAJ/Kf34K+PeBnxKRz6EF+7cBA/BXROQvpZS+IiK/C6W7/EhKqf9Opqb1Wc8/8b/6JUxOxfhgfwLAq0sd6P3C+28iNtHfjfilYdgK9XPt8qaB1sTxNkNSXq0VkqjfhusSi0d6Iy2agTQKttNlO2asznZC7A2xUdWis5Haedau48S1OIlc7RcM3uJs5LCrWH7VzTeXHaG6VulydHlwFHVxWTwLlL/cM25KunNmAcq4UPnvcAKpnmsD3R1IRodZdoDmaaEWoYdIeR2orvIOYoiU7zwiPHqMfesNUlUSN7WaVJWG+nagePcp8e4pJ18YufncGc8/p9zf5YcauKqYpdDePbJWJl9ryIkwOadRvIGQGRyjBt1Gl4drkxkSIFaNBtJo1FOkiMj9gdWqxdnIvq0ITVDD/7XM9qxSRmwRaX8CbBFYFZ7dttZYyPOB8/Mdnzl5wtL1RIR32zv8nY9eY3y44OxdWDwNSEzsX3GaZnOqBfbwAMbXej71xmPuNTu+1t7FSKQynlXR87xf8sHtCbuuon2yVMiLPMeNdvYFr55qxVj+xHN++M5DPjpseOeDe7j3axY3zD7RrgTXWqU85iGwUipldiwMpeLUNuTrMIVorDV9x+6U8WI8VFeJYp9o7xq6+4mw9rB3iEv80J1HVMbzdFjzuFtz09cgOiMaXh3BGx78DcP6awe2H19w+JHXWPzd9+k/+xrDxlFdjeqkN1XY05JxZagvtYgjZP96pcrbbL2g8xG1Sfa7MgeBJIZFpkfWnkn9qzdFfthbFTWIf8GmoVev+CLP75HjgqZeQ+BL+R+YiX33xz9Uyt9v+vi2RTullIA81qDIf751w/D7gP8of+/PichpBtV/EPi5lNIBQET+GvDPAv8O8K8CfyKl1Off820BeGsCbSg5L/fcWz7l7cVzrscFf+vx2zz/4JT6Q0c1DdFsItSK5UlUJaVku9YJy52pbillz95EdQP+qmYfjRoseaG8Eu0+c6J5ysEG1LAue87qFiOJgPCDJ4/50qN73DnZc7lbUH6tprpRPDCW6I0IM05b3jKr7sbGMLzZMC6F3RuCzwXa5PDf+mmmNe31IWnvaBDqeJIYo/JftSBoVw7Hqbr/n79FWL6OXYxq4DRYlZMPSgUrtm9y8vXpfQjjJiIXPXsazr4I6/dGxrVFotVA15U5OuRZHX4yGGwW8IB256FKxNMRTHaCmXjvJqnd6q3DHWRWYnZlwfWu0OtSKxMHUOvYwcwnLwbB5ODg/WB1t7Xw3Dvf8tr6hlfra05sy6/uX+ELVw/giytOP4LTd3psH/ALR3UdZ7rouIKLH3vC3cWOO/UOK4n3Dmcs3MDa9bxWX/OwO+Hp0xPtrCcfmSiaUenSnA3pF4lwMfKZzTW3Y807H96jeK9m89XExS/fYh4+Z/tTb7F71RLqbGmQcX2b80Ndx+zcmBzQK9w3zSySHLts2+uC3t3Ju5FF1ISeg/qYr+9ueaO5oo+Om7Hh737pTczB4u722B9q4dGS1dcLTr5wjXl2zcl4jl+V+I89YFw5JCTsYcQcBsbzBaEptKFIeu/afM8Mm1xUssGY6/Q+VQWjvmf1sRHGpc27TqOZoJV6o4hRam5MaMrRtAtL5EWbnBU5scSY5y2TOjJvkl/e8XLgkZd2fEeYtohY4G8DnwT+vZTSz3/Lt7wGvP/C3z/IX/s88G+JyAVKf/+9wESL+QHgd4rIvwV0wP82pfQLv9H7iMlwO9bsfDUT/p8cVtx8/oLNw6OD23CiuCsvXNDpmBgM6gCohVp8mo1oJBrMwRBKNUCaswOtMJqjiINMPbImUlsN+h2j46++/wMYk2iKgfXC8Px8gRnMvF0zI5CHbMYrTVHi0RulOzP0Z+pFouk2GqdU3uhwyXiorwOERLSakTkNWZPJFKuMKU/p3uISzbpjUQ+aeTgU9E8WmF6orjRlOznF/pfbiBkT1VOLvDbSvmHgiyWh1s67uokUO429iiUM68xYyfjivJWfxC8R6CzJxSyqMfNWQUaVrbuWYzSYyTFimYYYvErSU2/VodBqHBfRkOQojjE2stko42FhB05si5HIl2/u8vDpCcvnOaLKR5KVzLqB2OivCiV86vQpjR1xJrD3FV1wbIoOZwIr29OFArlRDrHx+v414V7gBa+L5FB73Gi4GWpVRfp8vVclxfkGOyrlMWWYYwqhtj2k8Xg+hlNmub5v5KhWDYJrjd4XWd06rmG4q3YIrvb4zJe/t94Sk7D1NT//5Y9Rf1RgRujORe0SMs0zVRbWS21ixshwUsz852QMqXQka0juWBFDNaUx5XkFGb7qE+U2KDxZCr4yDGvR5zJ3xeJV8RmHHJJtsyeLkBfDHL2WBUSIMoQm1bFrj+dmYo+8TKrf8YL+Q3jN7+L4jop2SikAPyoipyiY/rmU0udf+JZfa11LKaVfFZE/CfxVtFv/ZRS/nn73GfDbgd+KgvEfz9368YVF/jDwhwGKuyf8nS+8zav/jdHVfaEF7cE+ahGOKjv2V+bYpWSmiLqE5a1cUtN2lQmPs8FUWDjtti8N41goTS17PthODYsOr0GqAhSacuNMZOkG9r5i5yqawrPb17z/7Iy37l6y/sxDPnpwopLi6xLba4agJBhqhR3MIJS3uehlIcL6azKnsviFDirHpRaa9Xsj9rYHWSLJ4bKQRENshVjlYrqIsEy4WivK1fWSuCugjNjTgXFpGM8ddq+Kzv5csKNh8chz7+8kPrhYYe93PP4nA+VTR3EDiycJOySaSx0g2s7M9L1QKPwzufKZQW8N47UiTUZSyej2v7rR3Q8Cu9eE9rXA4qyl3VY0XykZNzqsXDzS4Vz3IBKKhF14rIt88v5THjS3VMZzMza8vzulKUaWrudLh/v8yuWrXP21B6y3sP4gYDtNkzE+sX/V0W8y/HQC8rktP7z+kEMseTKsGaLlQaNmFzEJf+fmDf7O5z8GVcRuRuTdBtfq4qoFXOaF2IzC0KhM/OagnMXk8mC8MPjzJeI1MmtcGnWeLPVnF0/0vu5PYDhTb26T05eGlWguqI2Yg2XxSEVA6y/f4k9rrj5T030sUDSesvSIwCvnN3z65Akfdqe8uz2j+KjE7bN75LOK21792WMFw2lF1QdiXRw77E4XufaVGpcTYnSRM4RKM1iTCOXt0cdaF2whlGoDO2kixqVkWiCzS2d5DZI0qCEWankba+X9U2opSEbZW8kKyUZCo8SAYq9VxDdHFklx4Jusjb/rI9NL/1E6flPskZTStYj8LPB70C56Oj4A3njh768DEyfxzwB/BkBE/u38vdPP/D9zkf7vRSQCd4Cn3/I7fwb4GYDF/TfSW/95wi8SvhGqW22h3XbE+ITpPbFyDGelds9Rh5DJSQ4fSJiQ8kAj6p9uJFkNbrVtgAjNUzu79kUH/iQhV0J5UNjFtBbZZkgA2PuSLhRcjwveWF8TovD0yQlfffc+pgqkIMTOYXN2YVgkbCtUz7OoZJno7iVNSLkV6BSfLLdT9y8Mr2pKeFwFkIb6sqa70IdYk6kT63c9qRDGpaE7Nfja0D4oiWWBb4WqZTaK6s904BerNHuOdHcT/akQXcHiaeDkS4Ztu8C+1TIuPH3raB9oiIIZzWxZOnmXkGDxJKps+tQwrFSR2D/wir22evPbXql+40ayi18ivdIiURi/vGF5mbvOTr0rip3+zOFjEbcaqeoBEU2L//rtBR9dn0CC9bLDSOJLN/d4eH1Ce9mwTLqLKa89yQr7Vwt8rfOL8y+OtHcdq9/zhB84fYqRyJnb83xYsXY9j7s1z9ol+6Hk0JVQRtYXmoAwDM18j5q8SzKd7vaGM90pPLncMFnQptwNJhEVegXd3U3QTH8RMQGWDwUzJvxKYRbJNM1ip9+nnbfgtvq7YiHcfHbD9k3D/o2AKSLBGwbUqfKzp49Y2V7PybNT3KjXBOD0i0KSgv2r+vfQWMK6xC+LbBGQ8AvLsNJnzYQEeUYS1+Y4Hwo6xI55YXJtwjfQ3jWzwGc2HAvaANU78m5D73Ff6zmqL7W492dFHrjmRTHvVKZdc8yWBzMcEpSCWN7qa06v+zKO77kQBBG5C4y5YDfAPw38yW/5tv8S+KMi8p+gg8ibSZopIvcymfxN4J8D/rH8M/858NPAz4rIDwAlGprx67+XCIf7juEkF79SqG7ijEsnEUzvqR95iBGMYTiryc1cpr1FxEds6/VqZGGLpognnA9sviEMJ47ta4bQKJXs8LHIIYGpA/HgsFuVibe+4MuHuwyjozt1fHL1jNJ6eu84/P2zo1F/xiljkYtloQ97OSj/OOZtZsq+I8NGb95pCOP2uhUdC8P2BwLDYxU3+CXc3InYTmge67Y3WX3AY6GYudsLiydxNtkqrwbsYWD/9prbNx39OUcXvjry/LcI172huNGC11+Vitkmshc2+HLydNEu3QwGtxdiZdi8G5UnbJQa+Fs/9zWetkve/+VXlWe8hLgI0ChmXUiiu62QrcsQgrJQUqky7uE1kCKwOdEBpQ+GEA3vPTtnPBTKoS8Sl53jec7MDFkE5dqcDrQf6M9r7KAdbvW8p7tT8fS3Jv75+1/lrNhTi3pqVNZz62s+/8GrxKeV7rw+0bG+2BOTqOHSaVTnuVuFrqID8pZ9XOUk+ueVGlSVkfE84GvF5M1hpNp2mGHBzceamfc+FfbJlMu2mv/YPwgMFxkCKyN2b7U7tQpp3Xwqe5e4hMvWr/2uZIzC3ldUxrPtlRvuRO+/4lY4/XJPd6egP9X3dbhr6U8a6kvNuPQLqzu2UuhODcOqVJyaF6CalIf5DhVWGbB9oLyJGF8w5AGyBIXWXJdw+8yLHzzJGbCW9tUV48oiKdE8S8QPc+iBFcaFLiDF4WjDDAol+gxvuV7hr/rS6w5hMpJ7Gcc/XO+R3/TxnXTarwB/NuPaBvhzKaX/SkT+FYCU0p8G/msUr34Hpfz9iy/8/F/MmPYI/JEXbAf/Q+A/FJHPo8ySP/Ct0Mi3HsloMTs8mL6g20bTO1wboLK4qw5zOPoy1k+vQYS0XoCZ/BAyDtqO4HUinpyFWs1oqmct9Uee9Vcdlz+8odhZbj8l2Hstn3rwlO1Q8cEHFyBwtV/QD45hV/LltuTZZslvvf8e/8RrX+Mv3/4Q5lFFsdWOcthAdaUd5LhUDLK6ATrtIuygneu0G0g5C8/4fFqMIMnQvTbSvRbpe6OqvyoQ7wT2r0NoXabOZUOpnHF4eFUyT9pQbAuK3ZJylzSKbZv9qJfKx6aIBJMFS5O4ZhS1DL3V9zScC6mKmqaetAgPZ4nh4Ch2luo6sfowkKzlM+tH1PaCb5zf5eSXSvwS9m9qlNZwq7mdSIKNh1cHqnLkpPAzd7fzjq4v6PoCm6lgIRjCqNdTDKrkjAZTBepmYHdY4G4NZ1/xNO/e6IJcOxZffML2Rx/w/IcXXP3UwA++/RGvVVfUogEGT/2anS/5u09eJWwLVu+rKdPifM9Zc+CDq1P84OahGFaLrB34prlFsqL5u70yVGITuPxhQAoW1Qrxie0bBd1d/f7msckURKieBlYfGg73lb3UPUiw9CxPOqrCc/mNU/UHTwqdlTcQGoUiBldAFJp3SpKBXzx5gx958JAfufMRf/NQ071BtgCw7F9VNkd5qx38zSdg+ZFQ7CRnowrtndxBtwqBFIeIr5TKOTE2pgEp+V5NTvBLS3XlaR4rU8ceRsRHSAlpB7jdkoYRKQtwjua9hyyWC9LpiriqkTEg7QjO4E9qLe4xPwcijBtHfQWDPy4Itovf9Oy8rONlpeC8rOM7YY/8PeDHfo2v/+kX/j8Bf+TX+fnf+et8fQD+he/4ncILPFXNMSy2iqtN3GQJEZyBEKBwJGOQg0rDJUQoCzAGmWhLPgNfhZ4GCRO7JCGHHuk9m3crrn6gpn5iaIua8tXA/cWO24s6q9+0sDAaglFXtKfdmleba9568JxvhLsU2+xekwcpZmDmmU5y+umzWYMO6Ha675uc7IZNHqzCceV3CYqEW4w4F1V1VgT8ePRMMTZmabmKgOJo6EeLvTzmJR49qlNeBPQXpaAqUExSTDFkj4k8pU9Gg35T9jYxLhJRKqIEobpNLB5Hbn3N24vn/I30A0hSDNLuDXKr2YShgvFiRGykqQZW1UDtRsZoue1qDl3JcChURZf9sMfekfbuyOIAaCIuGzKZvdVsTp8IK8WVy4e33P74A27ftmx/ZODevRseNLcsTY8hsY01j/oTfuHJm+x2DdUjp0PWNZSS2A8VfnDaxQc9B7ZTLL/sIQVmxs/EK9cgB42iK7ZCv4HqxtDfVbtX26sYbLKeXb83Ignacw20CKXS3hKqCaich9mEKSFJ6J3S4VIhxIOGJ0xGXPubmoebNZe2wZgImaERF9BdOC3+HAd5AK6NDGvL9g0zO1KWW51juL0nFJrTqv43mdGSC6rmdKbsyKhQirvaQz+SmgoZRuh60jCC92AzVTIl4tNnGGuw3Qj9AEbAWFxKpKogFhaMLggk3XnaAcrbcHT9TGneeb+UIzPN/lE6vqcUkQgULVq81iPDqQ72qmuLOwRsQFfkwsHo9R5cL6HtYHcg7fZI4ZRrKgLOwaIhlZlcmhIUFvpR/31/oPzCDfcu79I9WHJ4UPDL1RvcvX/D3dWOEA1NMbJvSt67vA8Hx/NHJ1zfLPnoYsMPn39EYQNPfulNbAvbt/WpmOKi1CfkyBRIkpNVkg4r1Z/5yMYAfcirR47kwC8j0WjWoM2y4GSPwhWRTLOTRELzLG3jkcVIc2+ktFrgHj/dIJdqL5oiCje4pOY8EUypzoMR6O/o4sLKq5nRYlA7zucNIQjFeUe3dHT3He09x+Ix/Ff/n9/Kj/zUV/ljv/2/4e997jX++l/7YcobjRJr7+piYW8d8RTOF2rG//BmQ98XKovvdfvu7rUs6oHrmwXp4HS28MLQKV30FEVgt60pbtSWtT+1JFPOnONH/7ghPWh58/4VZ1VLY1VGPSbLL968zTs3d7h8viIOFqlVzRmLxPNHJ9gmE/7lOJsyY1bW2qzIzXOQYp8d50S7vljqdj8s4OZjRmPPVoGTL+mupD8REOjuOJJAf/oClLYMuFItZYfRIYNkupzMqS1mFOwWuvuQ6kioNcSa3vLoaoNzgXZXzSI0aeDm00JxY6meH++vcQ03Hy90ltPovVrdwPr9Edt6hrOS/sQwria6nb5v2wquT+rzs/e6K/QRjBDrEqkKZNeSnl8pdGmtPn8A3pO6HsQQn13qcxgCUlVIWSIpIq3LXblBQomprKawDxG7H/R3oTMDveVfVqV94WL/I3J8bxXtaXeU4PzOjptn5zTP8nAR1EiptJh2zJzgCOO0mhvEGr1RRKCpwVkt8iIQI6nMpyMX9XS2JjlHXKifRnUduPhbJbdv3OX2h7asmh6RxP1mx9N7K9rrBikCYTB89PiUtzeXfGL9jMe/e831O6ecfvnoB405BiZI0im6QhQQHIzLXBwm2lymhan73jRVBxmF4Umj6uFCu3MxqHwzCOa6OCbDSMLXKorpqojJSTmvPbhie1pxc7lSQdFWFZxhHWA0RKOhCl4SKfuJyK4kVonykwcWy5GHuxI5WPxYQ+Mxm4F+LbRvWC5+seDv7z/JZ3/fQ3769Fe5+z/e8ec//+OYX6lJFqpLoX4Ol/9Y4tHNhvbJUvMRgcIojh4WKnXuBkd6Vind7ToXzDzMC09rwvMF5x+oH0l7YRgXwrAuePpjH6c/Tyw+ecOm6QjRsCk6KuO5DEv6WPDOzR2e3axIrVPcfh1nnwvZWWIRKJqA3wnVpe6YitwNd3fzYmbIpknC4lHK1sF6jcclxxT4RoeMvgKzPCr49ve1CErUBbp5IrTiiHtLWxcz7DWucgBzgrDMTKhWvTr8yjOcpzkdftiV9N5gOoMcjIYpnI6cvHFDe7ck7laYEcaTSFdDf6ZQWrFV6GTxNECC8aRkf8/pTEKdizWUepcod5Hy1mPbgOkyFDIGsEJclITSUlwrGwdjkOVCn7GbW+26jSBlCTES2w6xljSMxMMBaVukrpCqAmOwwwLjjP4OH/Q5d1b/lA5iRMaXafP38l7qZRzfc0U7Wli9K/BD8MmfeI+vhjd586/oBfJLQ6oEubugeNZiOh3rJ2e0wwbtolNUO1QRvbg+KN49ddhAqiZFlscMmvRsvKHYBlYPLY/Smmev19hX9Yp+5t4TrjYN113D/lAx7kq+8OwBZ82B3/bKe/xq3bN974F2Uxf60MZsrANk9zYgZX+FXJCrW2a8MNS61Q6Nfs22gh3MHOzg11EHhW6igyg/GKNdOTYpBg1q2XqwDNclT5ImkZRLDX0dkmC6LHqoI3JTEJ6Us7d1LHXnWmyFm+cr3L1blmcte1sjNwX2psIvI/ZOh1km+tOC8hr+/Jd/jH/y7Q2/7/yX4HPw5/lx5ElF/f9j70+DLevSuz7wt4Y9nvGOOWe+81uzSqVSVakASUhIYmpkQYAxtgPcbui26Q63HYTB0RHu6A/Y2IS7jSPaTTC0DeFoBmGD3NAgJIQQpaFUc6nGd35zzrzjGfe41uoPzzrnZslCJVRJmJfQjsjIvDfvGe4+ez/rWf/nPxwJm4PKcP3WOW97zfDzw+1grhtp6kPFmhKzMhSPLyLEuhG0k4AvRKDRYHGpRvea7NyzumJE6Xirphw1DLIW5yVVaDdd0XjLK6vLNN5ytizxTmMnYvC04YdvWCz9PKFdJdgYLrAZ+vpMYJGQXKhm8WwL9kY40xcCW+QnoLzeCme6gcAsaPClLMa6uZhz5EcKVyjaHXADB6OePtOg5b2ZCMW4FPqDjqTo6WfihWLnBl9p+dw2u7W1xqmEbmTIs47lQSB/JDsKSkfotNgBaFE8ukTRHVjaoabe44JPrsViN116koUjPVqjmk7uIx81+EZLl+2R4rrpsssCnJOCHTwqLfDLJboo0HkmUKYPKF3g50tC22H2Enls3cQdZJxIegc2lft5tpTX0U+xO36KM82ncbyzijZywYzuOu48GPPhb7vDazcPaHYy7DoWowAu0djcEtoe1f+yFddo6QC8xEsJtUTJhxzZJJtDNa1s01yAXvDyYGQ4NLhn8UnCcjel9xqtAkZ7xnmN94puLcGyAKPde0yzitnmBrabbXOktWhJKPc24vNKOmMFW99s3YnIx6WKZlc6M1tF7DKAtuCKjamO0LEUbNOzRWTjY6gDeGMItQhW2lWKj/i1Nh6VOjygYoftH6TYGnQvbAaxwBQ6JUvLapSRZx35oKU9SeV9dZpuolEmbHnubZVw0gjfbD9Zcvlgxv16l/ogwWfCdd7NKoaXH/LFF55Ht3GrG4UYxR1LshAuLkqMk5o9T3p5LWk9jaVvzJax05ea9SVo9x2jcc2kFABXq8D7pg8kmNcZjpohyy6ViKvEkacSkLBoim0CjvCvDT6RNPhNJuiGe44O24g11YtveDeQ99lvAh5sTCqKFsIe+f9gorhKRae/eB1vbHM3/tBBiaVC2GsgDfhEy4LSis2CywPpqOXJEAjdQrBKkoqM2AsHHaDw9L2ENbhRT7dOYNCTFD3dWYbqxf/E5cKG8VYgGeKMRfn4/uK51p3HpxbdOVTTxLlSAjECTyh/aksGQCsR0PQdyibSHRtD6Hr0cEAIPuLSSoq4UlDEk9ML/IJR33DvqiDYOFp9w338LR3vdJ72/+pHhAt0F3jm7yiKD7Vc3p3TF5foC72lIykb6PqUrOrg9BxlrWydlJa/swy0kpUZCImNF2Mg4FFND70jzOfgPKpu0NZCkRPKjKAU09caskXCo8GI9bTnVA1Ji45nD07IRj3Oa1aPB7SLjOS644PTu7w6fZbsLJpDxYFKXyI30kg8GPw6Opp5uLAqjZLdEAt1z3ZApGM23lZZudKYUxli+TTCLEhBJGi8kTSedNTSZwY/TylfSfFJSn3ZoYYdJnMiwLGO0aDm9LrFnaaYSpzk3MBD4eiMQXlFvZTFKc86rnzgHg9nY9rHA3AapR3d9Yau16RlR2lbjvoxDsVL0yNCUNhbjsz0NM5yXJdcLhfsvfeYk/Mhg0FNnvS4oDh7dZdgtfB3U2ieaRlMKlbnBf3McvApRXHUUe9rzl5WNPtOwgqSnqvjOal2nNQle9ET9XEz4t5ywlv3Dgi9wg46RsOanWJN5w2rNycU96V4bcI16p0oRBmzDVLuSynkto2slo0dagZ4aHdlURYBjtr6v6Ok/qhebZNWfCZFUdz6ZKjWRzpoOodmpeiu9xRZy3k3Iqw0yTzCaiMv3uq1pZyprVVC8AgLKPGoYUeW96SJXKOjXLyzZ7s5h4OKs1UBp4Oto2I7ElHXJlR56/uBUFiTdeSbp5qgU1RpSUOQGdJ6jTLS3isXIM9QbUvo+y0TRGWZdNtOC/xhDKFthVlS5PL4SSH3LUDTQNtBnkGZyD28WssikaYCfzonP/O0ys5vwCO//iPEot0NNcWjjuN2yDPjUz7zwmWKR/Izm9U/aAsMyFe13BldfxEwkCZyAaUpIU9kVe49LNfC2W47WenjhRW6iJFXNWqxRA1KbG7JThWjN1JWV1O63Z42wOm6pEg78dfuDM0s4++89gG+49odeNeS5mtDxm/Em3ElCrG+0LTTVPBKF304rAgLurHckFuFl/7GSb/uZOBla0jfVBfYdzyyExXxVCOvNTTiOb3bYhKHmrRUbYapNMmZwa01bugkmzExVNYxnqxZJQ7XGcJ5Kgtc4gkDpEMH6uOCOpRMX6j40NW7zPdzvnz3iryf6BninWLe5hIMq3oy3fPoeIyvxYYwGzfc2Dtj3ae8vPOY03LJ3fkEoz2TtCG8oDiflXSPcty45123HnB/NuHwpxIGDzrqPcuj70ypLnumz5xxtVgTgqLzZpvM0vYWrQJvrfZ47WSf5dGA4p6lGwScDbhC/NCrLpUiFZWbG0GOLRWdhZDG8IZSICN7LnL8bqCobvQEo0nP9UUgca/IToT73u5sQh8CIQVloYt3ol0L9JNGnDg77TB1z/pqweKakecLYHRgcrhkkRXkn8uxK0VnFX0tVsUbyGVjK4AH1WjUJJBnHYl21F3CJK/48M5tjtoRr873aeqU8jg2Bx3UuzIvMFUkAYS4Y6gCSRVIFg5by0BQDEMU/U6JLlP0owB1gz5booYFIU9QjFBtC20LSgtWnSSEtkXlGcE5QtOjd6fSlVsjHXvvoOukGBe5wCchyE66bqAUi1nqRu7z+inGsf9G0f71H8HIEGcZNM044+6dm3zH9Tvc+J7bvHr7EpNPZ9hKCphL5AFZmaFOG/yJ0MNVYgl9L7Q/a+WDr4WGRFUTnNvShVSaXLz4ZltnDDQt5nxNohWjOwbTGE72A+mgY91Ky7Rbrvn2a/eoL1u++NY1PvnGM+RlS/+uJaejkvRMbmBFzEqM3t7yWnKjhAS6TLqni8T3EKPUkBXKK7wR6t7wVPywN0ZYYtAjW8fihKhcFCvW4w/kdFOxNFWjnn4EwStUo7Fnclm4wrNuBqS7dYROAn3m0ZXGV/bCJ2Tztteah5+4xls3Dzm8ci7z3eMME4NnfaF5uBzxyviyOCJqB6cp+bnYDvQzy+O0Z52n3Bw5drM1eiIBsn3QTPKKYdbwdnWAajS3BmcMk5av3pjSDVJm7/L4aUM+bLk1OcMHxb3FZOvbfL4uMNpzUpX0QbM8GkTsVtgXfa9oe8OsLphXGX63Y/5iQhoHpRthx2Z4TGBr/O9T8L18Rir1BOvxy1Sw6tiq6VhHXCbzijR6h298zm0tHuHBKMp7a8zdY+g62nffwK7EOrUbiHnWWgcGRUM+aGl2xKo3O9F0dYIberprLZ1HgpR7wbbNUtE3BeeHRrxJVin3gWevHPFsfsRXzi8JE7YkCrECtlbbAblPLqCajQ+73vj2+IBZtwSlxMNkM+wPgXA+Q9UNYTISeDLLhNGFR42G4Dzh5FROTtttO26MCG+2Bdv7i45700lvYBiA2Zywrtg6Ef4reryjijZGlGim1mJz+oUhP794gR/59s8yTWu+cPslEYssFcWx0LUWL04oH2RY73FHJzIY0Vq657aT7ZfRApcEj8pSKdCbgYmOjBOjL1glqUG5gL19xHA+pHhY0EwGrJ6TId5KB86nJR+8do/dbMX7bt3n4XIkDnEE2OmoE0ufi6rR1BcSXZdeFAZUENMcFzvwVqGjv/WTNMBg5EZbXZF0E7uWoAjdRxVjssHFJaFHJ4q9Lwv1rB9q6bwTEbfoSUtvJTcxP9L4RNOtB7hRv8XZQxK2vtVEu1U97vCDnnoq0WqPwpTDK+fMrCP5zFAUdJcdSsHb6z0u5zMy3TN57pzzkyHmcYLuFPPHQ1ZlFrvrmtQ4ciM36GlT0vvA4ZVzzpclr873GSYt65s9qrOMX9Wcf4fCGM/dxYTZosD3Gps6lqsM1xmKQcPdkyn9aU4yN8L5j0HHm3T281VBPc+gMvjEUx8qUJpuKMo/V7DNoURByDzNTUc739xOAZUEuh1HsPrC0XGxaSaiIKeJHewaysfijWI6T18Y2p2clH0A0q/dxV8/ZPyWYXHT0MwS+rxHE2hbC2UUlESmDaXj4GAmMXjesGpT5vOCfp7Kbqqy9ED6IGHRDRm9pwag7S1+ntKXEXpr1daioC9lsWEVA0dS2dVlClTn0U2Hmq/F62kykPlPZlE+Q/U9oa5joxQ75ydx5zRBGYOfL+P9qWInHjFwY6Rob1gibSvfq5zcpyDddd+jik0+nYLF0yk7vwGPfIuH8hc+BOkC/N0E86HAXrakm3r6TmEa6Q7ShUApzX6Grncx3uMXS/nAvXBBMbGDTlOUbeJqbp/orOMWLRbtkJhtCC/jIeroDHu2YPDCM7RTi7cB0yraVnO0O6APst0u0g6ciFxUpPxtCuqTNMAno71w8W63srXVrdr6cvsE/JM+XUoK/mYr5yoVrSsvBmfealT0gehzRbq4uDm9VXRY/AjIHK5TKGcwvZgibeTq2zgsEIZELwVNpx3aQOe0GFUFSK3jcLrgOB+SLKHqDU1vWHYpVZJSmJa9ciXhv9UYXQtrwfuExTgjMz3DpBWxDIFh0lL3Fpe2MIS6T7BaDJy6sRXjJ+uxxjFfFvTrBJ06vFf0jQWnqNcpfpFS3DOy2BFDaDXbgZMPklhkV5HhkYTtwNBHsyOI7IlKAYYw7ghDJ6noQaGUR01a+pCiay32s5tQiyTgtTjjRZqzKPiMgmZDD9Qol5G/8pBweZ92tyBZeXQrdrohKNZtiu80oZDhcEg9dtCRZR2pdXgUqzal7QxF2VIF6NsMUi8eJWlADXq08vigWVSZcMAzoSMWPbitkOobrzEdDa5kQfLo2VoKq9EiT9dW7rOoi1DWCkwZghRfOYPydQioQUmYLy7+Xz3BADFGuvG2RZlc/v9J0kCRC9SyuRf8U6b7vQNl7P9SHT71pAuzdUjLAzyqR0yTSoY9iWJ1U+FTja0C+ZnDG8X5eyYkz4wYvL1ErVtYrAQSmS1EYDPIcfsjzKpBnS1isZbiHbIL/rYvhVpECj43VO/dRQUoTh3dHUs3kA5Et5q30ku8lXmuXz0BwBSSIoITOl03lYLpar31n9gkauePAa1opnarVgxGrp9NFw6yrbdr2AbeIgW9HSpUqbZslQ3dy9Yb/27Z/upWJPU+g2A0zieSaTjq6UayE8iPtNAN0xBpahJzRbRQDR102NiteoipNvMq57ndEx69Z4X+/IB+mdCkPXdmUxZdxigRvGBvsIKrUNUp3VGOWRpmdyesdjMOby4ZmBarHYXpaKyltB2TrOasKWicZXey5OiGoXgtpdfCCGlnwoDwOkjOZzTV95UhPTHbwrvxZPYGaDRdbbGpQ+c9po0wkZOhnHIQIrdetwL5KCdCqH6gpY5EdWia95R5y5lXFLdz8hMZ2nVeTMG6YaAbefF8T8ReQHcauzaYTtSOPlG0zx7SToTGaBvxj7FrRb1KWHda1LgDuXi0DrjWsFomNK+NBfIZip+MHnby+ew35HnHpKzZu/aQK6VMFo/6Ee4rY7IWmgNPu+9ZtybCO2zd+/oB4r6Yyuot6TkRV+57UCmqk/cTypRgFFpNZKbUtFLYuw58kJ1tnm8pt3o6EaGNe6LohiD34WiIWiylUG8gkiSR+zQECJFiGLwU9bZ9CtVm8x6e3lNFO5BPA/dCCL9bKbUL/A3gGeAt4A88YfXxKx7vqKKtrYdhTzc01PuaZl9sIk+bksJIC6paTXZtxTopyU4N5WPhVlV7GfWuYb0/IVkHBvfH2FWLuXNEeHSE2p0SJgd0OwXpbAnrassyUTrS6BIJ0fWpwAZ9obdd72JfTqWp2eY65vfEd+Ke3iErxZ3OpVoS3gP4XON78dCw53abQKM62TKbJmArKar1gXCtQ+6kMMTMPBA4yMaQ2E1OZju+gFA2LJOtejDSyXQbsE2QrX+k8aECvjayvb/c0q0s49dFyNKXEmEVehkqBhvQPg6Ih0AbPa61dLzrKuX+Ysxzh8d8/eWE9F5KnWSUB61s2eucrjdoJfTLIm9xU/HPVkuLe1zwyuiAm+NzDrIlA9tAD7WSDhtkS79brvEHiuFfn/D2tZQuc5ilGHqFrTxUOjOzvMjmDIZt+IIKkb9MQpdrTO5op3KuJVRXCvyGD93tiuEVayNJ8QsxqFJOYh67zGKKmnLYUB9k+ERhl0rEN1tYK+AyTzBGilsHyVzFdCMAgeE2tLr1gQxs82OAhHZno3ABHKhOk53KNRQUspvzmrDShHMjlqoDjztwvDg94nt2vo4Lmi9X1/npRy/KNXsCaE19pafZlfg9vHTV9DJAdYWnsUI/FKfMVrDrppWznSaorid46bI3LC28dMjBOULdoJIEfz5DD0oZHCYWlSSCV2cybwp9jwpx97szkROxofH2wvLaQikhyD3btoRu4wD9rR9PGR75D4CvAuP49Z8C/lEI4c8opf5U/PpP/mpP8M4q2ipAr2nHot5STlJDUuMoTMsHX77NK0cH3Nw941HW0b65i+oD3Vi6VW/ATcT0vx1l6D5Dv3vI9JV1tHGV9svvjVH9UIQ3IeAHGT61YoRTWkIi6e6iVhT4oXwkzmim9vhUCvrqsgyO3L2cZpDCTovadH5PXAjKBtzQST5gfA/dRLroTYejuygoqaIBUSbJMh5YkWOXAndsvBL8ho0QWQC2iinysYb1udpygDdwjM9EMq0U4BTpuIFhy6oeSBL4pthpherjpDMWvFDraEGqhFniRZxycjZknNccHMw4v3+AfZywHGYMi4ZEO7xW1K0MkrKkZzBs6J2myRL8LOXk7pTVXka9b3nX+BGZlu38plXuvGY/XzFOGha/eAS/+yVGZc2sGYoXSK9QJp5sHS4CjitxE9xEVQUjUIfqDGGtcQNDSAOqVtsklE1qSj9yjK4sMMYzP90hPVffUPzdQuNIWWaZBD+PHFWu0K2YT4VEdowMHMp4fOZps5gilGzEUvJ5dqWcm2DkM5MLZuP6KCZRupWBpqkv/MzbHXk/m5CEPo9RYGuD21O8f3SPA7vgTrvLTz96kTufv4qJdMPpK55Ta2n3Hc1Qrpv02Aq8Y4Ak4PH4xIhbpvNQFqi2w5/PZFaUJujeRT51nA1tIEdAFwWhab6hs1ZKE5pWCvim2zZGhpZKXQwctZJiHYIometGlJNZhi5ygTqTBH7VfvWf43hKRVspdR34XcCfBv6j+O0fBr43/vuvAD/Nv0pFGwU672muyJfF7QS7Nnz18iXqfcuN8hx7yVP3lm8/vMtPv6/E/mTD7LlMDNJ7kTcTYHHDiH1pqtCuZPRWhU81yge63ULsHatepuGJxuWxUylMVILJoE93QnXSvUzQddOhFzV+lJOfZLjcsLyW0JWa6jDfqgk3Abv9QEQRlI6Qd7gdwU+9CtKRtxJhRS8qRR1AtQrlNK40pKMW/fySpkqoGoOZXRhBbbb93rDNm9zMA3QHLpe4MvcESUaZgI4CHBN9Tbi1on0gSTeb7f+WnZJfSL23viepl8anlYCEk/WA1Dja/Z78gcV+asjpcznJTkOS9JJOc5JJEHnZx9gpodKZmaFdDfl6Y7lWzih0h1UebTomaU1meg6zBW+t9vjaf/4ceq05ORqjMzmPqtbSicZu1UfrWxWFJz4BN75Qpm52L6pVYswUU+K9iRoOBQx7JmXFvMopHil0I/BSN4zn0En4bDWPQ7H2QgQDQAeq1/g+prNYv42g60eye+wmMZm+kgKto5WBacEuA0UXSKNhmrfijx4M2GMgLkIbppFuIaujwCeBm4cn3EqPcUHxoJ3yeDGEIF12PwDTKaavBppHhtmHWtJRS2MyzMpsRWG61qKK3HS4zgv/Wmn8YoGyiZhDwcWwX6mtZD1Esyg9GUvRNkZotn2/ZY34VeR5O0dwTnBxrYUssMG0rUWlKToEfFURTs/le+YJ3uu3evzaiva+UurTT3z9F2IWwJPHfw38x8Doie9d2thYhxAe/Fqyct9RRVsRGA5r1ialry3ZDIZ3HfdeLHiQjdnN1ljluTU8ZWxrLh3MWV/fpRsqpq929KUmO2mxn/462YdfZnErZ/a82E8my2zzIoL5tj5y7CRtZPseXIgOfR4drSZ16wTXA/SyguUK7b0MYDpLdm4wrUxyXC6FYxPuahpFXyq6ACHRkooTt7xKBRlO+lhMjLAbxHhe4ReWFsjHDdp6QmvwhadXWozjn5Df+tgl6zjwtLUE7AbYcn91q+g7LUUkMim08rTrdDsk3VDdIHawWhScOg7gwrgXgymvCK0F/GbWhB21+GMbB8iWyivUfiX5jrWOry+Wr2rUgZVdDD10s5RH1Yj9fIlHxcFkQ2k7EuWwyqNqjU89amZlR2ADutFSkDezJCWFywZijFX8fYKSsOZebEdBVJ2b53G5uoCbTKCNdrE2DijbMdsoui0MtTJb61bVx4U0UjddiC55cy14uJHfNSjABnzi6Usp9sEKJLV9vwg+bhpHO9asD9QFHTHCYRszJxUvYxWHNT9H4QAA9VhJREFUoKuXO54dnlLqhi4YHJq6SsnmivwssD6Q+2F4T65f1gYzEZ8a3+rtohZMVIAmcVDf/TIxS/DbbjluVCIHuxHlo/fSDVsxd9vytL0XdlfboowR+wljtmwulVjpuDdskhiEpbIMbSLVUKsLgsG3eGyUqb+G4ziE8OF/5vMo9buBxyGEzyilvvdbeU/vqKJttefaZMY8zzmaDzFVxujrZ+wc7nPWTXk8WDJOG54rjshVx7OTE+75XZpdKN6e8fD79ukGOZP2RdCKyWtrqr0B68uwvmRkSFeL8kz1knNn2kB25tC9JN0k8w7l/TZTMhiFrnvUyWw7CQ9dR7h7H62uoZViuGpwg4x8nNCXhm4oxcDUEuDgjaIdK7zV29ilvrzYtisnIo9Nod9APbrR+HlK3cpgM8T7TLBS9Q3hp5t0GpdDaGX7rbtA3shzSjivonGWfkeYCGSinJvuLVlkOf0ywSzsFuPVncINQSUeXwSSk4ReW9SeMDbM0oiXRsRkRsOa88sW/yAV7DQY1mkmuYCFR3WCC/sAPhEeeDd16EY8wb9y/zKjYc0gFevWw2JJaRu0ChzkC5Kra9rTXKTnlZjvm0Z+V28j/JMIXc+nYoikO3AzJV1oJp2vRwq2XcYCpSWNxm9YJL3m+GyIP0vJ6yfOr5bCjQ7oVpM/MvgYfoyW0mXquEvRsnikMxksKifiHIG21JYXLWnm8tklrcBx3UBmLKaRBCefxR1EEuhLtbU2CEmgPpB7x2cBP3L89g/8Er918jWmes1b3T7nXYG+XXD4mY78/orwwQlHHw64XDO6HTCVRqlAOWok7Poskd3YtKV2GX1psamFR0tC3Wxl6aEX61Vl7YXvTyv2EQGHHg6kg2g7VBId/Iy5EMUohUqt4NxKS5ediQYiVBW0Hb5u0EUuIrngUdZKt971TxXTfkrskd8E/B6l1O8EcmCslPofgEdKqSuxy74CfNOA83dU0c50zwvDY14JB/iR4uzqkH6nZO/LFX1e8OroEpcvzbh0MANgJ11z/vl7jPZuUt2akJ8Fxq+v0MuabjJhcTMTH4vHsnUsjuLwrxEByubQvd+6l+l5JcU5sUL9S6Ubx2iZjmcpSmvZntXN1l3Q9B7d9iSpJctN7O5ki6dbx+j1LnbmbutQJjQw2eYFpVBxkOOGOf0ood6zYuZzz9KOoD4U1oZyIjvW7UXa+4bm1w1kQQoKeW0fSJayeJhWPJ/ryuIt1PuGbmK5eXjCTrFmOc44ejwhzC3JUqM6pJtLPCpBfI4jgyH0iuKRAm+pdlJG04auFThn8WxCei6Yuj2zuIHH7tX0RYI5SfD2ifZm0BPGAW3kec+Phpw5SaqprySkpscHTaIdiXW0UYhk1+LVkp9K5mI3kmLYTqS4uVRoayi26fGECIc4we83ikKAukTwfitbDb9ISGaG8nFAt+I30uxGuGkQBJoIEhOmvNpSBYMVuMOu5fPdmEllS1Fe2rUsLM1Ef0PB7kuohnKdupETSbwOgvlZ8TTXlUBpLodur0ePOmGs9Zrp7oq9csW7Bw+ky8Zwt9vl7dUubuA5fyGhf/+UG3/hK8yfew99KbmdLvck1uG9hlpsDHyrsYOWdtLRDRPyEASfhgtYQmkp0BsRjDECcSQWlWX41ZrQNOiikA46SwnrKkIp5gn6XiCEXrr2DTPEudiRCzTj1+u4GBB9SwLBP7HN/BaPpzGIDCH8J8B/AhA77T8RQvi3lFJ/FvjDwJ+Jf//YN3uud1TRDiislq2wVgH/viW3kyE3/8GapAI1l0IGYFRgbGtu/xu3GN0L2HWP6Tzz50rSZY5dOokvuwyXPtPTDjXpTIqlXffoPtCOE3yqMKsee7KE1ZowXwiBf28HANV0qHUjg5HNVq9pCKsKPR2DSaHpUN6BHaLDxVZd153wvrXe+gFvuaddj2qDXKy9EzOcKM81icVOJ9jVFJ8I5ckVltlzCV3JNmBWRV510JuiL4NJ08guYrONDkaJgCyIfLo8kqu03jXUOwVvvnzIYFoxLStGO2sWqkA9zGSQudD0xqKLHkYX1U8p8dNI59CtEvxEsVgKxquuVFTDlPTIRqzX0A0sOnW4gYEyYhZBosO08eRZx+FoIT7brwud7b6eom3g9tEuu+MVedqxckKpa6eBdgr1nvze3Uh+p2QhPP6Nl0gw0QM7C1u8HiKk4CA/k6JZX5IgA2wvcWa1kV2SlXOYn0snrbyia8W0yi6joCa/8IZRARa32Bo3ZScG02z8s0V56XLF+bvFPjXJe8qioYh2vD4o2s7gvKbvDL7TqJMMu1Db+LnmwLF7fcZOIZSixlms8gyTlkQ5PJqVz3i72uPVhwc8/6MNDz5e0OwG7v+R91A+iO/5u2e8d1eUil9++yqqjRx8r2jXCaysRODtD7DmWfTRGTQtoW3FS2RDyQOxhmg7vHMY2MrXN7i1X62lqBsjXbeLpinGSFfuo8DNBEILSilUUQi7a3PfGENYV1Kw3dMr2v+CZex/Bgk1/3eB28Dv/2YPeEcV7T5oHjcjUuPonGFYNKzfFXjLjEgXgsleG834WnWVdxX3MXj6gRhMnb1cCNc4g+xMU2pFOnfYtWVx3ZKfeE7fnZCsIVla0qVHt56+0Jy/XFI+SknnI+yJuNRt4oxU7yWJYx7lV3GLpyejiL1FIDJNJWYpsUKTS6KRTudQuAsv795DIll5WwfCjXVskaNUHOJUNfb2EQxLgtXY1LK/SFhfzmLCdzTdTyXhI2yGaEqMiJKlx669MGJy6eqaaKpvGpkBpHPH6K6ivptw9B0J1UHK/u6SfqTpB5k47i0UwRh8rzA7jYiHhN9FuyMmKeUrKWfjEps4+sh9VqmnH3mSmcZHXnfwIrfuAT0Rpk3wCmsdzituDs+4OTzjZ91ztMsUlgmh0qDh+CiHaUt2ZcW6yKVrToJ4gHca1WrSYyMKxA3UhBS5vgy43IMWyCnogLeB+pKcixCHubrV+EKAfVX29KVhcUNUqARo9iL0EtN1dCsZo5K/Kd9zux227KAzsLJbXxA3iFCIVaye65lem3NtNGPdJyybjLpLWJwMJKknYvCqUyTnkkpuaqgOQb+84MXdM94zeYgPmnmf8+Zil7pP+Mj+2+SqI1E9527ALz66hf3KgG7YMbwbaCeK+QfbGILheWa0pLQdr5/viTAs8+Jf0ir0KmV4W+FNoC8MkJM2Q6HK9j1qwxSJIrbQCUtEF7kYQtVN7JR93K1ZYX5s5OdJsm1gQtfHgaTf4tUqS7e7UPqeUNXSLG2MqJKnVNp+7Zj2r/0pQ/hphCVCCOEE+P5/nse/o4p2CIreC69Xq0Bme1QR6B6N0C2sX5I0lpeKh3g0jogdN55mJ1LExjLlV0Foe+trAXcs3ZethbtcHHXoLmBXLYSceidhcSPBtJZiLxUpeIRM7OO5FFSlZAoet4BYMWPHOVFsaSWxZ0pJOk7nviFdQ8JR9Xa4eeHxHUUCzgFGiv8mecc5WFcoH6Q7mQ4oH0JfWtqxwaeKdqi3KSRPWoBKRJMjGIVLE1mEYlduamh2bZRVB+odhW4DfWdwQWGNpx55dKcFZugUbuJRKuDqRK5yHSD3ApmoQL9MBQs1Ae8UIM53rhG+d1pKFc0eQtMZ3E5A60CIHG5rPL03DGzD1emM87xg/toOyVLRDwT+0Vbeo0o8zBOoIRTCtU5PJdosWV8khrtUfKq3alQnGZnBBimIc4Evgt2ImBRtqdGDgHNa6JuJotkVf3RX+K3oSDlFNxbmiRuIz7kpOwaDlhCgao0Mbp/gbbsMmis95cGK9+4/5LQpOV2XVHVKM8+wp1bogrmXtJ+ljopWWN4M2BsrXjo44lp5ztA0nHQDvn52SNVZPnr5Ns/kxxzYOS5o1j5luc5ww8Ds2USGqfs9ioBOPcNxzbXhjIfrEVWTsAnfUHFgPX5dUR55TCMBDLqRxkN1yfZ6DU4wbBm2aLFYdfJvlUZRjA/b+yZ0vRRyuKABbhJu0nSLe6snbVfbTqAZa1HDAawqwdP9U6y0/2I77X/u4x1VtK32TJKKs7ak7i0v7x5x2hScLiE/83RfTTm/nqPxNCHB4Gl3PecvWFY3PPnxRiQCpx+QgmBq2ZKO32qE4mc0etWiz+aE2YLycJ/VlUPWl+QGn71gxdvjWCCG9DDDVp5kJj4R9mwlvNJVdTEcGYkDmerEi0K1fYQ7+thJ95i4lQypBSdQCEmyHb5QN1L4i7hd2IgKnJdto3Po2Ro9V1ijyWPR9+OCfpCwvJnTDRQuiYO5TAutsXEURy3dwNJMNKaVjq12Ct2b7ehft4rQK/ECsT3L3ZxGpZhKQmA3rAIA1kboGYWjB/KHBnUvo7vc4RMng8mgUKnHjQCvGA1qcttz7+UCs9S4swxXOPBiNWrzntolTJOKFybHzIqCz13JcPWA/EiS68Nlz3hYRXqhoe0sq1WG74SyCdFLY2MFYAXC2dD9UBKmoFqNbhTJXAp2OxYOt11Bcymgjd+yZppLTjy0nRKqo5ZdAzrgSgVekRxWFHlLnvT0XnN6MoSFxS4NbuBpLznyqfh/7A8qrgznnDcF92YTZkdDzNKQ1AJNhMyT7tYk1rFKC9xYM/7OMz6094jCtCTKM7ANb6z3ee1sH6XgfQcP+U2TVxnpijoknPZDPre8KTmbez3npY7KTqEh2r0apQJfPr5M3SQ06wQ1s5hWkR8psjPY+9JK4D1jRH4fgkBw1ogkfbXGr9boNBUYwwt1SWh7alvQVZb9ive6fpKyp9UFxztCHyH4rWmUrxsIldAM8ww6/VThEfUUkZancbyzirZy3CpOyHTPHTtlklSMkpoH05v4RFM+CiybjLXP6ILhUTvGT3sWhZj2eCPm9OUjsUN1A4+3MH5b8u9U26PrHjct0HWOspb5+/fRPYxvB/osGsIb4XvblaMvDe3YUO+VQuXrS2zlMZWnuLeATjqQoDV+aghaoVuP6sVkJ6T2goHSRvlvblFdLNbWyM2g9f+SxrTpOHyQG6fvY4cfthetPluSLi0DI7zuemq28WyizpNBaOoCg0eadqi33i1ucz8F6b6Tk4TZXs7ucM3Vw3NOy5L63hCfAk78PVTqBLJQbH0/7MqQzMEVFjeM4puN6CWXjmqxylnqgB63hDGEyqLWBkyAytJXlrdGO+Sm4/nBEbvJivmljFedJiwKdA/tg4LjMkNlDtYWs9Qka+nE/WGD60UdYytF0GrLCFEBzNzgCg+JlwVnJe5/YiYVhKqZyHytqy30WtLoNbKraIUehwrYpdmGN/cDOde90zw+mUAnLorZmexq+ufXDJKexUwM/u14Saod9xYT6jYhn9aEiRIGR9KTWMdusabqE6pVis7FZ+Srp5c4XxW8/8oDDrIFXz25xGKZ8/3Pv8LV/JzaJ7igOe5HfG5+g0/dvsnoMzl2LTvPvmBLR3VtwUIVhA0TZm0YvaHIZoHicUey6lFOlJzKe3BBGpHWwWq9ZY2YgTQrfrWWbhsEvoid9+ZvpZX8veFz843NrcozlBd1ZOiiyduGFhg52b6Nu9wNLl4UUH/LJedfyuMdVbQDii4YDtIFt8ZnvDrf5+pgjvnuU87PSzhLealcc7fd5aQb8Lmja6SDlr3LKx7c36HddbhSR4YAFA806QyOvj3BrBMOP1thUot9cA5a0V2dop14JI/u9uz8/Ou0778lBb5zdJMclGDG1X7cZgdQwRAw6Bd2t54iPoV0FsjmgpNv8GVTB2zjSeY9uhWGCkBIrEiBYzpHYHODeOnkN0MeayEVM3g2jJcQYBNWHBWWppYbrej8FvrZDD83ys/BvKI0BjfO8FaKvAhzNM1E0a4Uy2zM3Z2cZ68f8czeKa/1hu40h0xES6ETDw2vZYBI1tMPE5IZpGeKNhj8nkOlcTCY9ygdsCYyFBBsO5/WBK/oHpZilNUqjts9Pnm14NILC4am5vnRMfaa5+t3nyGZK/JHGltpTGPxBpJVoDzuBQbbz+lGEiTcbpLnA9ilJjuVscPiXZ580FLPM9k9xMFhUEKfCxbU0hCWBjYFrdL4QjpgFWO68qMNTTBaD8xTujYnmYk4xbQwvBtYXlUY7VkuJKYtpHGhVZ7ea4z2WCPfy5NOUpGC4vFyyGJewHGG03DvPIMkMDlY8K7hQ+7WO5y/PSG/vGaarKl9wsyVOBQ/d/I8X/7cM9z4CU/5+hHdwZBuYOM1Jza/9a7GpYo+B1citgorsf3VveReBiuma6qLNNfUCg02TQnzBW61xu7GYX2EP+SLgNIiiJGvvxEOIQp0tofRQiV0XpgnxrBRQm6udZVYdHTvVFlGCLETf1rHb8Ajv/7DBc3apWS6J9U9rbPcW06wxpOVHS5zDJOWL86u8Xg9ZF2nuF7z6HhM8iAV3HGvIzhFfi8hO5MuwyfgJzB/LiebefyNknYkRj7eSgeSLHva993i4UdybAVX/8c3yU4s9mDK+nrJ+sBsg3o3BXkDLWxUeH2mcLmEEQQlnZjJFX6F8GF9kAGliknWXm8vatVFh7Q+rgJGbx0IfZEIFLIZbobY+bhwkU69UW02Xv5dddtiDUh3HhPs9aomJBY/zvGpodlJsJXGG0V2omhdyvwgJ7dLdkZrHldWTLACqGW8pIJQzbzTdAMRjpgWbKVo6wvDppD1wgTyWnyvAwSnCV6RpT1t6gm9/F7puaYxBfeuTbicKxLlGKc1/dShO7tNP5fha+Si98LySFeiDqz3wUchi+6Efpefxei0RFLt1dJKcksPoRPKXlAB7RS6lvPZW8eGLaI8kHthNnQKnwns4krp2lVttpYE2sHgnlwXIUEiv1rJeqSR+K9UO1Z1SldbXOZQKqC1Z9VmOK9YrnJ8Y7GNwC+9Fre+m5NzHJrbyyl62vL+yw8oTcvapdQ+YekyXjk6YPJ1TfnaMW5U4K0mP6rAe3wmlqkqZPS5ot7RaC+KWW82yipQzqPa2NU6KaAykG9hvcZXFTrPtvCgslZuhc08xsV5jfdb2GMz3wlKy3vYUgcvVJRPRoiJ+lIJ9S9N0RtFJQh88rRCEP4FDCK/1eMdVbSr3vKF82s8PzpmmlS0veHe7QPUsEPpwHSy5rQuePAz15m8HjiYObkZFTz4eCAcNIzHFV1vqJyiGxtRwSVBhkM35HWUlS5Mp+LDkX+h4NGHc9x3zbm+85jOGV7/LQc0s0yaAuW4/JOa8StLTt8v3tF9AdUVYSWocYdvDaZJcIUE0aIEJzUNmFrTlamIeRoxlU9WGaZ2JGeVsE42CjDvIc8IRYob5fjM4DJDsBs2i6g5jVKS1xc536qKkuI8fuTeCy7eO/BOnrvrpGvqxJdYa1BZgh5YrA6o4FFek58ozuwu1c2E9x4+YpTVvHHvgLBMJNYsqvpQyHAvkdiq7BQJfnBWzm8P9aGmn3RMd1cSULAawcrQqoSyaKFwYk5lFOmZCFY+fecm13bPeXZ8Qu8N6W5NYzIgEQ8QJYwQFaDZlaLqE9i41SW1Ip1Jx6vjnLeLwSfVKiWLs49guYgHNAFVCZ7rE3ADRQghPt7AsENFA8dafHNFjOMUyUI8R/ITtqnszVTRjqE/yWVYOfQw6Pnw/m0AmlVKWshn1jWWrrHMGgOxm7eNDEp1D2iNudyxny/5zOkN3rq/z/e/6+u8f3iX19aXuF9P6L1m1uTYT40Y3+7xw5yQaNKHC9RiJUlOcZFPEw0TS6ahHWu6IbQTAE260KhgMItWjKKcv5ivRPc+c+3KhamTNRIbBhcdtHeEmdiwhujGp6KaUQ2K7dfBOWkkor2rX69loDkeolz8+ZhgE7peWCQQpe3J04NHfqNo//oP5zV3zqZM05pnB8fM1gXpkUE9MiQLcF3BaYDdB556R7O4aVm/3FCOa6ZZh/OacV5L1NJwTdUlVE1ClvYY7amahBAUTZVgU0eSOOo6Yf2+mg89e4cPTW7zFz/1W8jupBx87CH7lx+Rm55RUvMzw+dZfHpEfkK0UkUK2I4XLw0jiTLZudDMkoUIOHyMrWqm0DkVuzrQnUGFBN3m2DpQHPfR1EoJFz1I97ylHrpAshK2h+4cZlnL4DOKf1TnophGsEjgwuKy6sQZLRrzqDQVXDJCNbZycccgeLiuYPC2ZuXGnE9n7GYVZ7srTquJ+GvoIL4aPvIMVSAkyGAuiJhFd1I0B29rXJGxeK/jyt6MclyzDgVUhnWdcngwp55ams7St0PsSuHvlLxVJXTRbzZ4hU4dzaEk7+io/gw2QPQD0c3G/+PC98Unwp92mUjF7VGC8gnJMtL0RlFBGtkkJnbZKgqYNsNXn3is9WgTUNrT50ayOqMf9yaZBiWbJwlRkPeVPxLI5IM/8HVeGj7iqB3y+ePrhFbTaQun6da3ZOMZo6PKNVkR9QSKvjPcXu6waHJuXDnlen7G43bMT7z1MtVpIbCECRw8kgFqdbUkO2qkw7XR87oVCM0ahfKBZKVxaYrqhQpKgO5MRDOmEEaJanvUJphg40O/GQKmqcxkEivQXlVLMY8+It9gwbpRTsbOOzQtfrmS853KgNHs7lywQvJEhp2xkANgtIh14Buf+1s93mlFWymVAz8DZPHn/1YI4f/6y35GAX8O+J3AGvgjIYTPxv/7D4A/ivRdfzGE8F//ssf+CeDPAgchhONf7b34XtPUgoUdt0PytGO+6xi9Ib7Phz93wtFH9zj/QwuuTOYMk5ZZk9N5Q2p6pllNqh2p7hnYhj4YHqzHfPnNa/LBdBp6hak0zaSndbL9/O3f+QXePXjA2qdkt1N2Xgk8Si9zb6dnfGXBD978Ov/6y5/lF/af4c7pDl1rcZ2O29qAry3pqGHvN51yNB+SfH7I4L54mDQTsTv1KZilbO19AmH0BMyCYv5sgl3JYtCNIvV7Llv8bCYUNrv2qBDEPrZMxdZz3V4k0gePWq5lgp+nAsVYHW9cI4uAc5K/B5KJWdUkWqPbDEJKO5JLJjsXDvmjF0bocaBIOsgdvtDglPCdz9JvwITrKy56cwjHWPViV6o74F7BfafY312SJo7ZWUm7SlhoT5F1jIsl1XsaFquc7LND3DLdimtcY6AVm9yQeZyKkWzxfage0plIyIOJ1LonTLI2Dnmjt+XuXNxUwqv2MXSiV5i4g+hL+UzSc1mA6ms95A5rhfJIiN4tTpPM1ZanLRd7hG+KyPvuYXgnsLip+KG9L9EFw9989dtp7w0oTjUuSwR3X7M1AAMYv+1IZz3Z7VP6SxO6smRlSt7oNLeunPDte3dxQfNWtUe9TDFrzeC2joZWsgNRnYTxukmB3sxCPFCk4AL2vMIXCdnc0g3MVrkJonsAZBBJtEe1hnA2k19zPJLwA60EOlmtY0feyw5v44ndRyFNFxWPyZO7wB6zO+Ubwg6c39IDceaC+11KtqTSevv/vno6bbbinckeaYDvCyEslVIJ8Aml1N8PIfzCEz/zO4AX45+PAv8v4KNKqfchBfsjQAv8A6XU3wshvAqglLoB/ACiBPqmh+oV/TKhD5oH6zFaB9LDiu5oSF/A7d+zx/qGY5o41l16gQHWGc5rHhnHMG+5NFiwny3ZT854//AuAK8+PqA9LlC94qX/9gEPf+gqB59a8OjjI17+nkdMzZq36n2aA8fDK+I+N/qaZdFMeO6lx7yYPsQozz8Nz9N5Q9tbHj6ewGnKtX8Co1c77v7AZUwBozviaeKNoj6QItLtdeLItjQX3WpU26nIH65uOFSjyR9r7Dpi5RayGehI35MCqelHqcAkG7HOumHr3LReE+ZzVFkK1JImkCeCOXZ9FDyEbUKIOj7H+DGpUqwviSBkkxE4fzBiXaVc2lkw2VmxzjP6xhDmCXYRVYNpzFHUCIc6DYRCzKraXQitxs4M6mHOYyep7WnZ0beWepWSWMe6TSmSjvHuObf3BhSPFP3DDJ8F8ddayTnR7cXuRXlJNbc12HVAOzlfXSmYs/Zi0bqJZstOWlxuOH85xScSmLyxo+2mnj4L2PPoUbMWa9fBoXSDXW+2WIpq9NYqt9FS6IMWhsZWoWoDeq2o9hSTjxyRqJ6vVVfgyyNGZ/KYZC4/66JZYDfc/NuQzTQq7OCtpjzydENNVaSs9lIe1mNeGBzxXHnMnWtT7phdRp9IsbVncd1S7RnShYdg8JlBR8gsWGHVmKoX610tiUYqsoeUg6Ty6DZCbptIvtBt4RBVFjIk9w5miy2uTQgwGMRfpCMsVxfDyY3svKrl8WWBmk6iGriXn22jzUORg8mF113V4jvinIQDd7JjJASBW55GIPs7EdMOIQRgGb9M4p9f/mv8MPBX48/+glJqGs1P3g38QghhDaCU+ifAjwD/ZXzc/wOxKvyxX+sbVk6x7FLx1gaUDnIzAK7wmGlDahzLOqPtjWzRAWM83mvqzrLuE/aTJZeSGROz5jfvv4ZH8dWz64TMU714gF0Hls8M2PulhkyLk1zlEtS4Q5sAc0nGTmaaqVkz1jWZ7micxXnpstOyo11bRq/OCVZz+RcrqsOM7LRD954HHysIWqTlXVCCAxMZC0G2qJuBphs5yLxQgDvZDrpMCkqfKUyuSYyS7rr1MuHXEo+GcyijL3BGpURuv1iimgY1HhHSRJLprZHOfONZDDFuTaCIjV/zNvllaejJOEv7GP7rMSn0Aw0rUc+ZdTQ1MnorYFFBGBy27AnW4XrpillZ2gDpQMjU2iIdLFD3MUnmoKVtMpKlIlRCT9S9eMfoXkQz7URqqK2F+ZCfxqGZVnSFpplodB9I1gFby/lyRVyQGtCRw22kecYXXmK6nEH10i23U89uUTOv8u0d4XqDboRauk0T0sK42BTsfiCtm10rVrcc75ucMnMlr68OBEsnFnjPln3UTkTA4xPo1woVFOvLKenMYZqL23Hdppw2JV1pyHXHTlZxPGhQPsFWDp9aOhk3y3sKAd3rrXuj6gMqMZBANzJi6RvnD3Yt/x9MdE6swnZxD7UU0K3ndYwHk1/UbqESmaNsYprUN7BAsNHBT+ltt00TYTtAl6U8pu3EMdA5VFAxjsx9Y1f+NI93WtEGNhE5nwFeAP6fIYRP/rIfuQbceeLru/F7XwL+tFJqD6gQ+OTT8Tl/DxK58wX1z3OiVeDBfMxuuSbRjnVI5SYoHem4ochaVk1K1xnaKiEbtFzfOefZ0SmrPmXdp1wrz7mUzBjpmvemD/lg9oAfGn6JP5f/ALeXU974/Zd49kd77n1PQnqeca/ZgQwWfc7u7pKuN8yHKd3I0O459syCkW65lZ6wqAWsHGYth5MF66Lha//elEs/q9n9iddJbmeQZzJYyQqSOQweBQb3rAg9Nv7XmXhQ1Pse9luyYUvfGUKiWF/VJAsdb6INA0ajuwS7duhOum4AnxtUL0IaBdtuW21c1qzBT0p8nshA02zCHUB3wjRRLsSIM0V22uMKTT2VwpQsFLq1rN0QSkdSduJXX3Z0U41ZGMp7MvlvJ2rrWqh6QMnw1xQ9ZtoKzLG0wsu2Hm09WS4qV6XgfFUwc4p82OJe7GkeFbLrWMk56IaQnUnnrJymH0A7FMxa94Zk6UjnPXYJ2Uxol0Er+rj9X1xLaKfiSWJaqPcDTilpBkYd/dpuO6/qsiM9qFg1KetFhkkdfW1Rs4RsLtfzxjahH/qI/wokFHInfO9OUVxZ0XrDp+bP8tXHhwIJx11CsKBrWSRJodvtMUVP2+UQFOcvaNK5/P7tBEIaWM1zVoOURDlcEEbOzqBifmtCOhcaqMvE58QbsI1CLx26DZjaoZyEG/hU41IdF76ArcX+wK77aHRlxCJ7VkHTRJ+RSMdbLPFVJfxqpaEspQloW7F8aLsL5siTyscQRERWN8IO8f5CVRnDtwEp/sHHx8TFwSaCfUfHv/CU4BHgnVm0QwgO+KBSagr8baXU+0IIX3riR36lqhtCCF9VSv0XwE8g3foXgF4pVQL/F+AHv9lrK6X+GPDHAOx0BxS0nWXRZujN2Rx1pIMOa+QCSKzDGkeedUzLipvDM6ZJxcA0rGzGYbpg4QoedRNy3fFccsyB6fgTV36cO/2UH995P39//B6GP5WwvgK/cPIMpb3Gw6X4nhRJx3Kc49KC3/6RLwDQBc1le87sbIA+S5hrSC6vefnSY559/ymfCc8xfv0K3ShhfTmhL8RxbzAXZ8F07mmmmmpP4VMJ03V5YPrMOcOsYdlkNLHjbA+gKS3m7YQkJrkHDdWewQ7FsjOdifWqDCvB5wWqz7CpRdUdwRpCkeAGKfV+urUvDVphawl3MI107nbVCUwQPFnVg1F4W24jsryB9Mygjg3NgYHCYTKHHnQ4RFZvo5n/Jsh4Y1yFSminFjfpxLckOvz5xqJ0T5ZIB++CDDZdZ3CdwaaO8TPnLPcLzGsFKFhdCzQ7ivRckS6RwdlY4r/6XJGsLcO7ivy0Iz2tt8XJp2JhML+lxXulvhgcdrs9Ou9FB9JIqozLgDIOr+uU4DXd0mAWluxEbRkpqhcvEj2Rb/izDKWIcXHCLqlXKV+4fY3hsGZcNDy+LgPr/LEwVXZerVG9SMVv/2BJ90KPy8VBUHVQ7YMdyCLTR18SqzxdMDTe0nqD0Z75u3smX7bkp1G+n2+6Z09+1KDi8NBnVhYxKwusjv7xtg5bO2J8QHsvYrDV6kKK3kdL1M1AcDISWGPjtV03IjlXSmAQY6QAx0zHUDf4xYLgHObwQCCQ5QrfthL5l2dRZCbePAEQUQ4Cm2zmMU0jkMxTOt5x8MiTRwjhXCn108BvR7rozXEXuPHE19eB+/Exfxn4ywBKqf8s/uzzwLPApsu+DnxWKfWREMLDX/aafwH4CwDZzRuB1NO1liVsPUjGO2vypKd1RrBFJLpqkq/5jr27NM7yP/3jj2Jqxc4Hj7AHjrf9Lp97fJ2/ePd7+a5ve4Xff/ApvjN/yCg5wU2+TPFSxz/6ex/n0qcdd8wN2v2eZKdhf7KMySme6auBWVfwheoWZfkquer4judv84VPvMiNf9RS75X80g9e57e976s8+9IDXv3DlyF3jKYztPb0p0MWWcLyusId9hwcnPIj17/Krl3RBcPapzxsxjyoJgCcHw8JnXSvBraBvckybFNoOi8sB+UtyaInnXUEpfC5wSeGbrdEOU9fWvrS4HJFn6nthbkduijhJgercKWNVEInwcd1x0ArdJfTjo3sELS42uUnhtU1TT8Vj296sUXty7i9jq8jCSiCGwet6IixWlpELCF6lGygEecldJda2Bad0/isYzisWL4ArrJQa9pUSWDB403monSuppbzlKy8RGT1HqUUJgR0a3GF4D2De7D7ZYGxls8HVObQNuCPM9K5KD27UcDmok50XkOjyR5bTCOY+tZf24LbF7+R3mlaL86IxAG37hXmbo5poHMFj99doS7VuEVCt7bYGurdhPykw2eKwQM4280Ik47+PCM7jUrGTF5XO0iGrSwmLqEL4tPjvCYZN7jcontxd7SNCLu0C/TDhKAVPlW4RNGXkTvtArYOmNpjV8JeMuuILdctqolc6RAhj0jBU+OR2C207RaXBvDr9dbnWieRvz0owSjUshYOt9boNNmaQOE8ZjIWg6g8i06ashBsAhJUWcjrxbAENRnhhjl86tde237V451WtJVSB0AXC3YB/Dbgv/hlP/Y/A/9HpdRfRwaRs02EjlLqMITwWCl1E/i9wHfFtOHDJ17jLeDD34w9gpGJvpvLVh4FNu+4tTdHq8D9+Zi6TnCtYXQ4Y5i0ZKrjUTeivC+Uqcdv7PJLxrFfrDg/HWDnms//vXfz1Y9d4q+8/79n1/TctGecF3f567+1I72bbg3ulQrktqO0nQhHLHzm7g1GzzS8nD/gwMz5j6/9ff7u73jApz92k/v/5Blu/ajiS1eusGpSLt865dnJCZfzOT4o5pdyll1O6w272YqDdEkXDJ9f3ODtxQ6LNmOxzunvDAQH3m1JBy2tz9GV/P6ugDao7V7HZVLIu7VCOSPUQudjJJahLw3BWrxVdAO9HSrqXrjpkhvpUV0U42w+I+elG4vdlplXFAG6QYnuFM0OoKV7HtxVVJ2lvdKBESMltaEzGinI2bHawgBiYxrpgF4w6v6yQ1vPuk6ZlDVGiyWoXhtMpXB5YEGJtk9Qu1Sk8qWyiJlOrFU3Mw8CsSAJEyaZd+i2J521tKTsvALJwuFyQ18o8oea+mrAVYbBHY3pRFHpS8d40OCcpn1UkJ6LR0tfgE6gfCjXy/xFj0o8XWfEyMrFsIOF2Xbzk7c87VDTDaB/u6C7LF15u+cwrWF1xdCO9DYRhwDFqKGZJORHGlvJ67ZTCTkY5C11LwU709LIVF1CP8tILKwPpSAnK1H6BiU7MxXAJfL5JCsZlOsukJ12mFWHOToXrDlPLwRZIM6TsMWqQxehj3WFPznDNzVmMhFnvig5D12/tWoNR8cEHzDXLkNZCi5e1TLAHA2lMG/Uk5vXqWpC24lvSSrCMrSmenaH4nNvQZGjnxa2Hd6Z7JErwF+JuLYG/mYI4e8qpf4PACGEPw/8/xC8+jWE8vfvPPH4/zFi2h3wx79ZPPw3PVoRF/igCIknBEVpO7QKdL3BtYa06Mjj99ZehpbexkCAWuO8Zt0n5IOW5EFGeRw42t9h/t6Mie5JlCdVjmJUU10DVCAbdEzKitJ25LbHJJ56V5F8ZsgXR1f54Og2uRK/4lvZMc3EcvfbppzOpszv7ZAMW65PzxnZhsolaBX44OgOuepY+4x77Q7zPucLJ9d48Po+yUw8mV0aCFkgjHqMCSSJw407adbWVrx6DLCh1in5VF2iorAoDidjJ0Qh/icuVduCqbu49Y0/ayJDYJN7qbyXoZr3YBQBu92ipkvhJbdjQFw2I9YN7X4cvmWe0OmIhYoa0eWRyx4ilSzeHHYVPTtaTUgVw7yRgg0o6/E2kDZiUtUkFp9qSDzBCVVTiVBRutwEdMaWK617sCsnwcRBWDY0Ad302LgIKhckYDmBZs/HrlguvaBlGEjutrx+uzToBto9WVTUShYfl8niQWvoEC45iXS5yfwi3X3TEAQtv3tXxYHvOi6oHfSFnEdxHAzCphk6XC6Ng6mF+69SR9NZut6QKMfEVqw7cfOjEy56s/sEZzzOF2xkhqj4eZhWRF75SYuZN6KQPT1HjYZCy9vg0U9wvFE6UvrCRaRYLz4hG052cO5CFRkCvm4iLh3ZJyY+36CQgqwloUd1feyu5W8/XxL6TiCYvsev1phLB+KpMxhAJc6XT+14p3XaIYQvAt/+K3z/zz/x7wD88X/G43/Lr+E1nvlmPwOIuuxMpve90oRBx6CUuKl5m9E7A15RFi17xZrWGT5/eo3UONY35KoMBnxQfGzvLZ4dnvIzkw9ib3t8GTDK0wTFwqesfIZSgcG0IondXJF2HBbim31974y7H4PxTwyY/5NDfjT5EM+PT/j4+DVWPuO0G/DBS/f4uQ9n7P3jgrP3GXZvrbHa8aCaME5kUDJzJbVP+JkHz/P40YT0TsroHBbPOULut57SqjL4hWVZJAz2V9QBOLbSGW9wbSNikY0wJFhNskpE/beoMW1PosW4CaTSKy/bX9WLKEf1AbNuUU0Hy7UMgIqcYKWbCVmCT4UqFpQiWfaUgPKCDfc5bNJg7MzQDzx6pxXCSmQWOKdw2YZ+sslVVKIQPZMi4lJL22qWeUeZtyTaMxzV1KmjXw7IziCJ+YrtTohpN2BaKbI+FqhuFJkljyFZeew6Zgp62T3gQbUd6brFDjL6YUo7MTRjRdBStJUXr2xUgMOa6aRisc5pT3PylXzblV7CgJcSGN2NxBlRrSThKNhAKBxOadJzs10wXSYFWbvIx54bfBYwjWDjysWhpImqTSuWxDuXFpzXE4oHhiu/UPP423PW10TZW7cJY1tzmMzpnaZ7UEISRImrZVFCAR6MFwqk7sQELT3vSc4rdNUJZW9d4ZZL6YY3UMTGmMyaCKMp1Aa3joG9UsyjUCYOG/XujrhWhgBNixn0hHUlFNO+B5Pi9se40pLePSOczATnjqk4uiwFPhkPv7EuLD2hqkgfLvB7I/Qqhdni11RSfi3HOxrT/l/9iDQxl4EvHKOxWFSe1gXzJpfiOmwpko7zJmde55ycDRmNK4oHhr0v9zzOLcdnQ6orKdNkzf/29/9DrvyhM96VPWRPN6yC4adW7+bHH7wH98UJykP2kROUCjyajdjJKqZpxThteObghMXvWzGyHVcHc0a25ivVNQrd8mxxTKY7shd6uucMz5dHfFt5mzYY3swPOe0H/OVXP8784YiD62e0zkBl6J6taWojyr6VQTeCfW5uXldpVlo012m8qTeHN0T/cOl42yEsbiRkY8P4ay16sSZpemxmSTehCyGg6ljIgigs1fG5JID0PSrLUH30CM8zfJkKw2TrMAjprMOuJHm92bH0uRSC9Fxh14YqtyTDVhz9vIJO49OwTdYBoke0om00yVyUo8Fo6jCkyjx6IDJxYx3tQUcwlvK+DOtMpQiJKEk356MvwWeBrhT73Q0VzM4bWZCaTrjEdUN/dIIZDuDFmwI5xUEd0c6AVuFKjy8cZSFslvNFiplLd96VyJ2tFD4L1HsKn4uZlGmRmUICodbbBaUbEoeeSrDlOLxsJzKI3nTApguyazLQ7AXMqKNIO6zzzLxi+pon/epdrs4PeP1wgn1PzbhYcdINuJ6e8m0H9/nJI5mJqLWEQXgbaEfCI0/nsP/5uVD/5hW0Lf74FO88alCgygKTZ/j5Qjpo77dwRUjthc1wtEQIzqGzTLjXzok1a2IFcy6LC/5/LhAVTYvemUqRLwuUcyRnHSFL4eqhBGl3UcDTCZ5OxLxJU4FdNqntrcMPFD5Lnh48EuvOv0zHO6to20B/uYWgSActiXUk2uOCxqhAmbaQwrpNOF8VOKcZDBv2Byse+F2qfcO1n254WBV8+dplXho95lIy473ZfQyBn1i9xE+fvczPf/Yl7EozuQPlUc/tG2OyqaSy3JlPua/GfPzymzyTn3A9PSFXHR7NUT+i9gnPZY+5bOY4NB8tXifXPSmOuc849UNxcQuG1ToDrzh6cxcMqF5Jqrq3pGdmq4TryxhiEDnbyYkFL8G0dg22irxnrXBxi6ui31Q7EjqgvTUkP0qwbzyQoU60zdzKi+O0XfW9+B4XeUzLfsLXuOuj0ZRGJz7yfKXY27pHOUdxV9HuD+jGlnoqnZZdJlSXLBy2ArBFN7vQ6q2Tnmqk6HYj4TRvUtCzY8EO+tLiSk9fSk5jsNLNmib+WYoyVHcSajy/pZ6Q+G/wcmQwphRhmMckoQRzeR+fW1yZ4KMrok9ADzuBETrBrJWCep2idcDkDjc06DZ2xnO7lcaHA/Gj5o6A6f0gBiv0CtuKcdbGEdIn8r6qffFo6aYenwV6L3mP7UjRjQKu9JjdliTtOV8X9E7S610G7buvY6qeWz9e8+aNnBvXz8l0z9pn7KdLJrtLZkcjTKXoxl441gGKR4bdr67R949xNw4EK54vpAAmyYVpU5aiD/bkM8tSWdyt3lojBKtRw1ICd5XCLxao4UBc/jZOlF1PeHgksEnEq4Gtd8gmoUkvHH6QoxIli6sPhDK7aBKMwqcii984DZrkBkEp3DDDlRJbh92De0+h5kT++rd6/LOU5UqpXeBvAM8AbwF/4JtByO+soq0QiGTQMSxERHNpINugY69JTU/VpTRVQlMlTKZrPnb5Lc7aAa+/1NJOEo5/s+LZv9byln2G7/6Dr6Lx/NP1S3x69gyf/xvvZfDIszPV5D/8iOlHK157dIBuDXx9SDqH86sFOMVPtin/2rNfRCtPrjoedRNeXR3y4uAxHy9fY6B6TnzOOqSc9yWP+gmvVJf52cfPYbTnUrHkPVcfoq8FTuqSdZvivKJ3hu61EluJsq8aiRhD9Yr8RGHO5URsCriIVASOSFYB3cdh32Yol0hnt7hhcZkmmdwiPW8FCml7WMdtbdtFjNJIV7TxPe6jaME5uZEboayoqkM1bYRMYsFvRZSTnqwxjXRSKkB5DIuFZb3IRMpugxgw2UDoBc4Q1z1JsekmfguZuCiaSeewuq4IWjy2dSdc9g104C0xB1PMuiTNXO423UX5OdAejjCNwyca5YW2GIxYkgrd0TF6u2F5NSecZgxvCsTQNgmuNoRlgh7VXDs441E6ojYF2UP5/W0lgQnvf+Yu9xYTjo8zkpUUV3seQ3xTgbD6USCZK4oT8cmpDwLuUisYOuCUyMxDJqIeU/S4yhIe5NSZ6BLM1ZrZqiA/tdhZTfLqHZR+htJ2VC6hDpb9ZEGZdnQ7a8ZXG+resvrirtggLGWgTGIxj87pbxxg1hMplpG5EVZrWDoJFxgMwGpZ2Dzi7Nd20SQsZjb6gG87wnyJzjOh4nVx6Nh1+E36ep5D0+LXa/RoKBzs6H2jF0uwlrA7JqQWn9kn5jNe5g6ZpRtY6j2LT0raoZxf08p9kKxCVIR86yXnKcEjv6KyHCFn/KMQwp9RSv0p4E8Bf/JXe6J3VtHuFawsdlJjlGeSV/igmLU540ww4pPVgOq0IBk33Bif44PmK0eXeOm/bXjjR1JCrzl5r+UDv+Pr+KD5qfN384+//C6mn0nZe1X2qA9/AH7n/l3urae86/Ijll3K/WLC6sGAqz8jopNLH33MUTsi0z1L5Zm7gt10xcv5Axwah+Lcl9zvdni72edBM+Gzj6/T9Yab0zOhKqY1A9MyTmremO8xr3KqN8dktTgBukIiuVSnyI8ENkjWYcup3kqitWT1aSdDpBC/73KRihMHXe1IoZzGZznZSYMBoUg1rdCzQPyLi1RuyqoBnORfbhKy+1SGPBFnJE2lWG+sNRMr+HcQrDwYBVqRrAL9ELnBjeD0qCBXYKfQjXTXfQreBkLm0WtDslTbSK1gAB2wCy0wCwIjbEQsm+guV8jAMOggz+sgnYmgBIQ37vKIqSvQ8ZyZzqNrx/pqLsO6nRYf1HamUTtFSLQM+rRjWDS01UAiuLr4edjANF3ztt9h/Kqm3oXBfRGmHH1UKJBhz6GSQJMb5rekmy1fmtH2hvosR3mFWUYcXMnzKhXI7qSM3g4c/xZHOmjpWwmXSBY9/SQnVRqb9iz7lOtlhw+ar60PCUExLhqujWbcnk0lm3OuhXvdCPQQ5gvMqNyyg0hTWCy3VL6tNB0i1CQ2wmq+vPj/rete3El1PcGvL9gmMVFdWStYthZzstB2sqvrxX44xBAFVUd6oVHooLcFO8Tuvt63NGNhLrlM4DBTK7qlIs2fHjzylNLYA7+ysvyHge+N3/8rSHbkv0JFWwf0TsMwb8iSnmUrUvX37T9gmlT82Fc/gHmrIO/AHqwobccn7j4Lvzjhjd8X4NaKzATa3xzYy5Z8bXmZt/+zl3n3Lz0iDHO6vQGm7vk3P/Q5vn/8Zf5x8h5eWx0wTSu+c+82O+9a8eZHD9DKM00q7lQ7/OzJc7TOME4bamcZmobLdsbAdNxp9/jK+io/eftlmsbSVwmh07zpFYejJZfKJbvFikvJnNol3H17n/JEMM3+Uksxamhbi3+cM3kjkM0c3oCLgpB2KMVbmBuKpBImiGlBRxpXn23EOlDvK/rckM0DydygWyeTfO8lKXu5Qg9KVFlIBzrIUI2B+WKLCdNEN7dNQk48Qp6gei9Dt0SUlab1uFTTjIVCJ9JuhQNhCjyBvOgeNv7jJEHSbRKNbiNGr0E3CogBEkkgBCWZn3s9tFqGm1rERCiBI5KlMDVAWBjry8nWrlf3CAd57dCNI3m0gKbBTq+Qn2uWpylrwKaO0UAgj1VlaWtL3SekxqEPGlqVUdzXMQkIem/YK1e89tIOdqUZf6Gn3jWMr87JbM/pbIibJ6THhnYK7Y7jSt5wshhgllYWzC7uppzCHCUks5Rn/tZj+r0he//2Eal23P1rz3H5x96gffkq6VfusPzNL2DNklfuX+LW4JTOGl6b7XN0PsQ/zpnfyPidz36V+cE9Pn98jZ2/YXBv3kalCbooCPcfQ9vhu17w7MN9uLQnRXdVS1Hto3e2hmBjmEFVXSz6gJ6Mt1JzFYfPoevQ04kMKdtOIJQ0hTQRIcwGr84zFKIYJvrC6+jbvQnD9oOMvjACHQ0kNNnlG+GPIoxkR/PUjl9b0d5XSj3Z2/+FqDHZHr+SslwpdWlDjw4hPFBKHfJNjndU0c6yjvfeeMBZU3C2KlkvM4pBQ+0SPjU74Jn/tya7/Yj2ypg3R2P6g8f80Zd/jtkLBWddyWk74JeOr+C94u3lLl/+yk0O9jTJzV36gXRf7n8/4/dNP81DN+Zv/p3vZvR2oPvXzvi6PeR0XvL+aw/4I1d+FoA71Xfy+qN9idmKySOXP7hgPsy5bJaUuuG1xYHEQtlIW/NQLTMees1b9/f51NmL+CTwI9/1aT4V7TddBvmwZW+04sHxFFNpql0JEHCZiGGCuegsu4FQ3NodwcVtJb4WsJHDRxWfCqwvK7qRIpsZlIsxaLvltij3Vmh/unHbjtlG97VNcjhGEtg3YQvi0hY7r16UJToE2tLSji31rqbPxdODhBjsK0IaXYtlqnJES1vBW0MnuYXtRH431SOWqa1wtOmV8LELD5kXfDi96L7tXIaA+bHsPlS0a1VB1H1BQ7r02GVPcrxELSv80QkqTUnPW1yuMWtDP9EY02G1Z5C1rNMCP0+576cMxzVZ3rKeaNxptuVRv73cYZC07L9wwvmy5KgeSBRdZ1EqEB5nTF7X7LzScfz+hPYg8OCNfcxab+cRpgU06IXm6ieEpnj6nQecvaS43Ce8frLPCz97Ct7jE83df+tFlrc8LDNCp3lQTaicVK407cm/qglfn3D5j5/z0eExr873CckIsxcZHasKun5Lw1OjISzXqDyjvT6lvz7CrnqS81pCqV1ALeagjcxHNvBa3eDnyxj5lcvwssjRaYlfLMUHJ03FrGwjoMmyC/xcR/bJIDKWlELNRXWpAIymeWbM6pKl3pVrxieb616RH/P0B4e/tuc7DiF8+Fd9ml9BWf7reTvvqKLdOcOX714h/1JBfgruElQvwldPLrGuUrIPZOj3XmL2oic5XPOZ127SP6fZzVbcXU15vBwyf3NKeqb50vUhulPMn1UMHljs2jH8k3f5PZe+wGfrW/zVOx/j2f/7l1GTEa/90B7r1wY8959+km//3JoXkyO+3F5m2WX0tdhnqk6w0dol1EG6iyYkrLqUw70FVWcJRUvTWZpVKkPScc2qNuAUme7JL69xj0f0g0CuveDcsxSdBFbXFWhDOhMYpE/UE1aZAits8gi7UfQEib7RupV5kE8U7Y6n3Q0EY0kWElKcVGHr1a1cIF14dAxW0I2HvQgIK3VhMrTJueykW1cnZ1sGgBuO8JlhfSmRMOFMiqXupQBvDtUJw8RE/H7DV8aLCAUdaHckeCGdR15zQN6nl8AB1SuC2yxQ0eOjkxvYVDKkNTEYQfeB/LRHt9Gwadmil7XsGPIMffMa/U5JO0klyGLisHmHMZ5RVtM4S2g1+ZHBnxvmh4Z0JIPxze+lPDw8G2+Diq/vnbH62JqT8yF4xbrK8OOebpAyey6hPpAFSDlJbQ82+q8/SJm8qjj8B29z+r03acaK+QsBnzkenE7olikh6WF/yoOPp/Q5ZKea5K1cQgueEwhnJ684rwsu//QRy5d2SJTjtB9yui6xH5pQ3ByincSG5Q9WmPMF7t5DwvkclaX4vQnJoyVcGuJTgxuk4vLXOdTcgWuFCQJS/I1Gb9z7tBKaH0gn7gOqKMT3pm6kEzdGsh4HpUAsuQhmgtXgAmoT0JEk+L0R7W7Oybst3YjIJouzi8TTWR0tcQWvfypHePqUv1+mLH+klLoSu+wrwONv9vh3VNH2jWHnpwoOP/EY6ob7P3yDem2ZXq4Y5zUPPqZQOpCrQP1gQHaq+VJ6lcPdObkVI6NgAraC4u0EH2O/Hn9HAiHhuwdnGOW52+6y+htXuft/u4y3gZcP7/K1RcrZv/0Rrqf/E4kKGDzzNkNpEfhs0lpulGcMdOSVEtjJK147GVDVCZNRRZl2PKoS+sZwOF0QDmAdQ12/49odfvb4JQiKPO0loOGRoTlw6Gs1s52M8m3L8I6IYfTGa2LjE13EoqcRHHTzf5EK51PhBfs8UO8F+kK68n6hMO1FUjkgkWS1j8U5EBKNy8T1TRgfQvUS4Y0XHDIE/GBHGASJpi+iiGbzAarNc8cvQvT56OJ29smbY/NvHbbD1E0nu3kutRnEdqKUdMNYLDxxuyzFO1Rh68/iU8GydePwiZFcQe/wZUpzUIpi1CjaoUaNaqz1eK9Ers6G3y0bE9VtpPUXoh4UNLOMvjPsTCWN59JggdGe02WJ6zTmJMHl0IYN7KPhMH5QawtOMX4DDn7hmPX7r5KdO9YHdjvfUDHQoN0tCFqcIpMVDO4HTANVjCzbTVYc1UOqJsFnmjs/oGl8wmv1Jc4fjtm1Mvewpw6fauorA+wkIzmfS1yXUujjcyhykuMVfpBt8WSfGMzuGHW+jJxsfyFlH5QXPiPWwngEZYEucunMjYa2jXh2KxBKJhL1UKQCuzgn19YmNswamv2CxfWEZldeLp0hStzSwVpsgPsYbRdW33K5+V9ei9/C8asoy/9n4A8Dfyb+/WPf7LneUUU7nQf2fmlBc32CS6K5/SNLc8tyc3TOt+3cp/IJP3/vGUnVRuPmCY/ViNFQBpWTmzP6awb1mQl7X/JMvnAKVrO+NebGHzojUx3X01O++9//JDezU17O77OnV9y7PuW1j13mxfQhXVBMzZrv3LsNQNWlqEuBw3LJ+8s7jFRNHWS7d5At+bo/IHjN8b0p6aRhPFnTdmLh+vzeCfezMf/fN9/Huw4e8wc++ou8ujzkIFsy6wq+lvT4KsN1mmyvop1o1s2A4jiQn3kZoB2JIdKyk64WfXHOkkUgXYr9aJ9pltc13dDIoDMP20JuGsiPpIAqJ520ndcoF3BlKjavZkOdiwrKEPB5ikotYWdIN0xpJ3b7sy4V7vjGXlZ1QCadsA5EyTwXqsCNNW0nLBCUwBg+C/SDiE1vOvb4O25w32QhCwU2oJyiH3m6nUA3NNhKYZdgGkVXamwTxI/aQ6oV5itvoU8N+Rs93LpKSAznL4y5tD+ndYbFKufBbMywaFBlT7MfcfXcQWVkaKigHwZ85klOEsz9hJNbBre3ZCereG5yQgiKRZ2xKjJCougmslDmx4rkhUqupTd3MQ0c/uP79JenFG/NmH1gl9X1gJ0ZEfHoAEuLT8TRsXwQ048mF8yh3mv2kyX3kilF1nH2nzv+N4ef5Uff/nZWnzjg8H5AhUCfKforiTj5VZ71JCMrXiJ7uILXbxNmc1EYFgWmc7hpKYPvzODzAdYYlHMCjcVUdoLsXHh8TFhXslan6UVHDlLM2+7COCrP4nYQ9HkUxiQJYVjgBxnNbs6Djye0u4Jz2ZVmddMxurZgOc8xaysq2UsdrtD4J6mq3+LxlGTs/yxl+c8Df1Mp9e8iuQK//5s90TuqaHdDxWt/cIgfOIIJmLwieMWDt/e4r/awoxZjPbf2Trl65Q6Z7rm3nnBSDWid2ZoPpcYx/+CCB1dKikcjktOKwdeO+Stf+yi/7dmv812j1/i900+zZypOXMFIt3woe8iL6RED5SiVApZ87/ir3MxOqEPCcTciUY5SN3g0c59x3I+YdQXr8wJznDC+r/CJZfZeSzmWRaS0HTfH53zu1Zt8dnmD0ysFw6TFo9jLllwe5TwE1mQErzDW03xkxfIkZ/SKIamgOHLkpw7tDM1YnOp6ce+kG0oBVV7ggdEdj0sl+8+bC7ocSrrdziuymUAgIktXmGWN7hJ0azCLWop1kUn3vZPQ54Z639JvJvaRu705gpLAgfDEYrLhv3qDKKDLi+m/XavIYVb0Q6H/bU2RYhivyy52FiHzNHtiURB6cb8L0bdb5N+BvowpMhZsrSAYsrkk6fTvf5a+tHRDQ1cK7DR9zcP3eTIVmAdoHpV0E0tS9LjEY4z8qRYStBGMxg17dO7oFeK3fm6ZmZJZXjFOaqwR98mDZ09xQbOsMtybA3QD5w/HJOOG/rBHtZr1SwcUn/gqs9/9PpaXdYStoEkUzTyLYiYPWmiDXSlGWetLMph7vBpyPBnybaO7fHj8NvfaHf7+W+9m978fUradDPYis8cl4t2ezntMrZk/kxKenVK+MCY/bjGbEGitLz47H+Sxo3Rb1Fy0SJA/kO2PMLOKcO8h/vRcsh1jHBjGQCHFOmRWnlspCetIEmExpRafJcyfH7C4qWkP4k6q6NCXOr7t8iMAvnD3GXQrMw6dO1TZU298vZ/C8ZTYI/8sZfkJ8P3/PM/1jira5bjme37TL3EpW5Drjizu5e/XOzysx1zO5/HrCfMuJzcdu9ma3PbM24xlm3GyGECALO1Jry14+49mDH5xys7XO279Vy0/+bu+g9lvK/i20V1ezh+QqB7jPU63GMK2iX3ohnypusFpP+C0HfCLj24yzBqevXnEVK/xWO41U752csDuz6cUp57xZ+4TBhnzt3Y5fyGj+83HWO14tB6iM0dwijfvHoIKfNkItpnFbEulA3naEYLCG095fUZ1kLI4zcnvW0xlKI4C2dyTzWB9oKNvMnRGjJKUE6c72wTKR04gkNjlukSJMZGBateQ5JocsKs4YApha98JoJsOWvEE9+kTw9EIEQg9I2LZG6tSJUW3G0oxVQ76Th7nSnnudKmwK7ZBAy5XW1hlA6UQn3ND4Qu9yPntSkUL2c372MSFyeP6HFwJaKiDYnivF8c/wMwbivMFrCse/56XKB9U3FkM8F7RLVOyM4Nb5TQ7PSrxJENHmvR0uaEHfKGwmcOmPZ0OdDZBVxKG0TjLw2oESMLNM9MzxknN43rI1xcpdUgYvWJZPqdI9mq6yvLooxnlrQ8wvN8zfcNTHhvOXxQ/E2U9PpHOOH/lEX46ork8oN6z1DvCOnluesphOufj5ascuTF/6a/+Dva/2JGe1QJrRWEMIRC0Fqe9uscCUyepSj7VNDsJemTJTiMmHRdjFYBeKJKqc4TcElR0gwyebmRZ3izRfUGxO8DM1qjZSrrpTaajNVvhTEgMGLW9v9qDknZkaSaa0/dK8EXoxbr34GCOC5oHyzGLKkO5C9FQmveMypp28JRK21MS1zzN4x1VtMem4jdNxNuj8QkLl5Mox3dPvgYTOOrHdMHwXHHEvXaHk7bktBmgVWA/X7Gfr3BeM1vnNJ0lTzsGg5rFdyhW1zKu/JymLwM3ijMmZs3DbsLXqis8bkZ8ZPImz6WPuWbPOXED/r0f/WOM3oLqElTXelSnOEsCf77/bv70y3+blc/4h2+9i/wnxhx+8oz5SxOa5/fJvnqfam8f08DsS3v84jMFXW0phtE1bp3KYMsrvNM0AEHhnaJvDMoE+pUMP/Odmnyvop9oemDdGUJroNboJmDXiuxUjJNCIsW5G6rYzUK6kgHkRi2oY9JYN1S0Y0UzybF1jl17bCVF1eR2O4TECIUQpSiPnkgjCUGofhNNsOIX7q2i3okiGBv9Riy4IgYZNzKM01Et2E+iO58WWMXUMlxSm2FmIn4d1GJCFRT0hXTqm6GgqTfFHbLHAaaKNo1MlHWgHdutsEZ5MKMUlGL3Kyvs2ZrqbAogeHkmWGn6OMENPLWCtrH4XgvTxSvI5RxkeUerEFirsgKLNDnrNsF7zWsn+zyzc0puesZ7K5ZZTr8sSM4M6ZUebTzVdU2za5g/Yxk8iDz7Z2t2dlecPByz9zVF9pnXJdr0uUOyxyuSWcLq8gDdKT4wvssPDL7CPTfhP/zkH+DWZ9oYauHRqwa1akTQojV+kBMi/1LXLelRwOdCPdRVs73/lAvCEtGa7vIYU/Xos8jTXmvMvROwFv/oMdY59LM38cOcfpCghrmMWnoviwRAYuR1InNpQxl1haUbWk7eZ6gPPJdeOmaU1fReM04b1n1C1SdijtUZwqRDmYAx0tjslyuGSfsN3tHf0vEbRfvXf3g0C1ewcDmNt5x0UpAndk2iHOsnyJljU0EqnFmPojAdmsAkr5itc/rWQNpRph16GpirwPH7CvxeQ6IcXTB8cvYc//SVFzCPU772nkM+eultXi4f8jOnL/Hif/Mmyw/f4OCzFQ+/ayS+xgV830deoUNc1hLr6Eu4/bt3qA8CySwj/bZnyU8Cq2uCu3Kcgw3occCHsG0Tg48+FZ1GR9lxQNSDG1l23xmM8Wgtnau1HT7rcYXcgF2vwOdbM6kNzLBRjnWlUAw3fh2SmqO22ZM+EQOoTMtQUQVIEoVpPKZ2m0hEdOvRXYg2r0EUcypgukDoNxh0iK5tSOdswlZzobce07Bxs+sGgZDKudC92mLfKgS8juKiKGrxiTxOeYFYQrQEIMhz++zCKW9jP6s8zJ6z6E7SaEwL5WONbgMYRbuboRoF8bz5LJ7jlcK3itBpXCPDL9XLc7vGoHUgLxrhdBcJygScV7iIDWVpR9tZHq5GjDPhfqu4OzEt9E5jjUfnDq/EFKvekwUpKXoy2zN4LeHwF07xszl6MsaVhuQc7Pkabwb4JMj1pzxH/Zji8wW6E1hLrxoRQ21CdrVGZVZQVqOkgDonIigQUVXbb/NCt2ZR8QiZ5IqGk1NJqSlyUUH6AIsVuqpJV8L794NMrt8QRHUJF4ykOLz2maGZWI6/zdBOPWqvYadYk2q5SHPT03pDZnpm6wLXikmcsuJx77xm9UQc4bd6KJ4+e+RbPd5RRXvR5/zC+XOAOPX1QaNV4KgeoVXAaodVnkvZnEQ5rHJkpmfVp1Qu4Uo+5/sOv86bwwN+/PPvY95rLt14xEHZ40cz1pcTxmlDaRrWPuO4iVDKmWL1yX1+fLTHT1aK0dtwsH+GrTyr6yVX/+Exqu1YvP+Qv/3eD1C+1PJC/oh/4/lP8/qVQ750coVuPqAeZHQvdqwe59z4yZ47P6DxI4FFvFek1pFOKrreSKJ7YwiVxaUeFXnewQlTggAuZPTWo3oNDrnxdLzCkoAdtCTvn0kc1oPsYqjn1JbPvWGNbOh2cX66lcC7RHyXN4UzKDCpwqYa1QdsFeOivMiu+1KeYMNYUURmSxYHk1nYDg91jB3bcJODYptG70qP7hV2IbsCcf5D4sHKyDZR8p5NLUXclSHivJCcGYFGIuPE5fHfWiTui7EUpfIhlEeOdqSpdySxpZ1EDL0L6JW8/37sUJ2JqkzAK8zCkB8rumFklTw2uCyjeiEwLBrqgRSmDX59eTrnxvCcT929yfGDCafZkLSQGLPJI3nN2SxHTWp2d5dcHiw4vyEY8KLOWC5yHix2uPqaR3UO9cF3E0IgO6qkC15XrK97dp4/41Pnz3DaD/h3dn6Ov/d/+i8xCtZecbuf4J8ImkqUY6BasS8OijYY6pDQYTh3AxYuZ+ZKfvzRu7n7iRs899/dA2NIjldicVA3hPVavEUApRVcOUCdL0UCD4TjUwkzuHxAGBaELKG9NMTlhq4UC9pN/Nn6sqI6DBTPzdgtaqZ5xThp6IPmvMl5vB5yviroe0N3lAu33SlCEuiyQDfqaBrLWdY/tbrzVG1en8LxjiraVZfwxYdXGBUNg7ThsFihlcfHLqZ2Ca0z3F1NKGNYwbJLmbUSZ73sMm7sn/DB0W2yD/U8rMe03lBauWifG54wthWzvqQPhqFtmeyumL9LKFa+NSRvSDfvypT0pCLoEj/OaXYnUny+OOJ/8N/Ji4dHjNMorZ8PcPdK8oUMIv0zFbf/oOK5vwTNbsL971HUeYrNHONhhdYerT2ttvRtJv4cWmEScVcKsVvUlXhUh8iYUE3sJnWAGtyqoNprMKkTA6Q2ptFknnYiuYhP2rpuOtaNb4nuNrxocHFo2Y40Ngno3qFRtNNEOvhUSWeeKfHh3tD7nHT03SCyK9JY4LwMDHVMOycIhONycfxDCYvExCQYbwQy8SnbpBzdC/yRzcQYqx9Jd65MQBy4LgaYAem4u8hlH72lyM88poX5TemY25H8vjtf95y9LOwkuxZuuwoibtINEBRu1+NLGWjaim2upgpQn+aclVY8xJ3CTP025eaZ4gR9PfD55BrLRU6zzLDnlkv/6CHh+JTwh9/D/D2K3/fRz3MtO+OTs+d4c7HLapWj7+WM31YUx9I1u8KSPJjB+Vw40k2L2muY5BWfefsGn1o8x1/TH+X6rWN++NoXeXd+j8+sn+WX5tdYdiml7ei95ku3rxIWArmhQNeaYALFjQU7gwqlAr/r6pfg932N/+4930W7Srn0Ewk7nz9BVTVKacKtq8zftcPqiqYdg273OfhiR/HaMeH+Q/RwIJYHLkDb41JNV2jakcBTGwFYNwC/23F1MgMkOm3dJyy7lLsnO3RVApVBtYr8VD6jYCC0Yu3bhYSuNfTZb2Da/9IcISia3tD0JbO6kDCEEIdcSjyxW2doO0uW9uyVK2wcb6/7hNfWl5gmazLTs5OuOWkFYhnZmoNUBpxaeUrdct4VjPKGhS4w1pMXLeurBlMbmoMM3ab4VLG6VuAyRbWvaV6oUa3hq599hsEdRXUJ+sstWgemr4g6r7pTcPY+x+P/cEH19Yzn/lbFa/87i/eeuk2wxjHMW0xZc6ID7Vkuisu9Bms9bRLQYcOyUFsJr8SMAdFQSnfQrwt8LoMrn0Q3wCCdrE/VNu1bOMwxwDcRQ39daXQnna5ygl60Y+m8m7HdmlWBOApuDu031EAExinFinTzPnW34YRHy9kQ3fHie/AGQhLwaaAbqi133EWIYlOw7Up2C7pjKyQS+bfQGbfv3Uuh76MniYkJ7vWOpp1CMw0kC8HCdQfzm5r1S2Le1E/BDjuyV0rGbwbqqdgCdAtLyDz1gXDAs2MZqHajQLpb43qNuivNwvm4JAQ4p+CsL/nB3S/xofFtPj2/xSe+9CJBw5t/6DIuuyxCkU5RmpbL9pzvHL/JP/nUe9j5subwk+cCVShFuPeQ0+/+AKNJSvm6xd++h752BRTcPdkhnGQx0EBxshjwufkNSt3wg6Nf4gPFbb7eXKHxCY/bEV/iKpOvGvFiz2B4J1CceO7/5gnL9zg+eHifh82Ew3TBn3r/j5OontlHSv7sz/523vOfyvD/7g/t8fKPvEofA0Z8UKy+L+Phz1/h2T+/hMkYX2bCvVaKetduwzs2C7zuxPe8+OBSkqhmE3qnCUFRL1OSexl58wSLqI7zjxi5FhIJj1CdwncXu4lv9fgNeOQpHLOzAdRm6zdtopmQSwMuJrMnpdzpdZoI+0IFOm+4X09YuhQTP4nStKxdSqp7Gm9JdE/nE6ZmzYdGb7OfLnl7uMud5ZREO5ZZy8loyIOdAlNJQottxLt69ZwjNIbpFxJ2Xu3IHyyprg05+mCKT6GZihR78NBx6RMz7n/fLoPvP+W1wyHv+i/mvPFv7rO+VaN0YO4VadGxO1pTFy2rtYQyGONh0IsZlDWCpwKoKCxopBALJi1d68aASSUBZR2hN/hOoXqNV2FLjdt0FKqTC1/3kJ7LRetiuIKq5Of6wcVrbPDyb+iaI3YdlHTAPhXYAicQj13J+3YF23BgwaODuPgVPSHR9JlkYioXcyy9sEtsJeIKW4VYlBXpmabZ9ZE+JgPLEKmM7SQqRnUQG+ddtaWqmVZsbkF+l+oSZMOGg/GSZZNJ5NlrgdGdBvdSTmvALmX4u1lEujGUD+S51jcMg0HN/LJFzS1+kco5O8/4hH6O8mbH751+iuvpCV+6dJlZMqDeBZNKY7Ca5fyln/qt/J9/4O8z0A16tyFd5Oh5Rf/G2xz9+x/j/D8aQeWoLlnS5w+49MmC1UGOP1ckx4bxESyeDdz44H3ev/OA54oj1j7j1fYy35m/zYvpET+3fh6AH3rXV/ip7CXSTw5p9j3rZxxmYfHjjlHecN4W3CxOedhM+JnjFxgnDX/i2j/g7/7gf4P/AcW5Lzj3v8Bfffhx3jrfwehAkXT86zc/w//Hfxj/YwdbdgtBcjq7YWws4kwlWYVo0QDv2TviY9M3+HNv/DYJVPaK5NgyvCOft954yMddYLqAdqzioD0GVtinWGl/o2j/+o/gFPUig6UQ6e1KCotuiAVCQaVxuadvDCFA28sgMsSp2Xkj3Y8mkJoeHxS5kQJ/1pck+v/P3p8HW7bld33gZw17OvtMd8458+Ub61W9KlWVatAsISGEWiCQDCaYZVrgDuiw3UOATQS4O7odmI52m2gMChFgIBBgMRkZCaGZKqmqpJrHV2/OOW/mnc68x7VW//Hb5+STLFQFlY5QddSOyMi8J889496/9Vvf33dwlD4iUo6DaMpBNOOuGrOTrvBBSazZyDC5YKhbRdkqaLTkLA5q7OuZJJ1sGUyRolyQ8ForhcNHitHrNS5PqIfQrhLyccH8+W32P+a4c0lDEJVlW1vIIYsaCtMZ7wQFWtK4Q/Soc10PBd8EVxKsJLqEWGxQlfbY2OGtp8VCJHs/BTL8bDSqVZshVDxVRAs2bAzX+ZgguqVHhVZ3r0E/KtbCARffa58JH1p1cm3bOffJYLRzbdMdX7x7D9oEnA/oQhYm7ZCBk5eF0lRdlmEXErBOSVeBtcmcmGt1i43LpHPHBjyPun7VYfVoSE9Dx9MORCqQmBYScE7T9hT1sPNg6Xjtmw5MsenooyW4k4SFB5O2OB2gY5cEDYtFyjf2XyZXDVfsKdfGZ7zcWHppzSCuOJwOYWEJ44b79ZiRXXF+d8psL2NwfsTD73s/4++7x8Wo4uUPPYGPIL/v8bF5k/gJtl6uKQ5ittKCoRXhzsrHjM2KJmhS5Xguuc/YrOibkpMLfV6bPUMz1diLK1zeMMpLjmd97ryxR/xWR2xaWq8pneW1Zp9r0RGGgEPxC9O3cG8xBGCYlETGcSk+4TsvvszH83dSbRmKHYWpOppm9/ltaKLIzGN1MXAhm/APbrwHtRBnSbvUJKfiGWOrzkfGsEmMbzP5/u1KZjCsG5HHdHyt0/5KDqcwJxHRTG2sOtdm+OuOB7qL1mvaSnHi+hjriSJJz17WCZWzzMsEowNPbx0zsAWZqam85WE9oHARx3UfnXsi5biYTRhHCQsXM6l7MrTppM1J1JJFDb2oJtaOo+0+k0XG2TRh61MZvYdeOl+6ImdgcUlczJ74Gy/RPH+FV/5Ej95/csLxazsMPxUze9ZhutCF42lOkrTkaY3zStLmCyu4dd4SvMKtzGYI6SOBNDads+HRENPL4qV1wHS8cO80LK14Ps9FJdiMPH7cUO54VssIVepNR7/291jHcElYrTzXowuQR52uCeKtAZLA06pHGHUuCkKC3kAlIYLQYfeER7i3btedtXDNAWzh5bE6LxIfS2EONhDaIKECQ4W3EiLw5u7Lx+ICqJACXhnJzQwW3MCRxC3DuMKHmkg7zsyYaO4w2wZTdQuUQuLgkOGormXLnpxo3CLDpwG2apJRRVNYaDW+Nnxo8QznxlMu24L/6vJP8nNbb+Wn7r2VG/d20ScxpJ7z/zriQxee4IevfJDvv/gZHv6JG1z/Mw/ZMQuO2gGfWlzh4TuOKJsI+7E+0ct3ifIe6ge3KaPA8nxEveW4NRszjleMbEGkHJ9cXeWTXOVKfMLXpbeIopaBKbi8f8pfvvAMBx9rOZv2qcYwzzN0rRg+gE+ePoO7VHJub8owrvjw7Ck+EJ5h3qZoAuOo4LmtByyalFUbsZ2sGOqCH9r6EH/kH32EMlher/c4agfMfcpZkwOwGy2IlKMMlsZbeqaiCYbT17bpv6GxJWTHHu3WNrVrdpNicUFtdmrrXZftKda2vY/t+FrR/goOGzpsVj0KTl0f66IdwMxsZ5MZ8Aq5aAc19Gp2c+FwFk3Eokj4zOF5ntk7YhwXPJOLwupT08ss2pjcVAxtiQ+KxLQkpt0MO5vWUFcRy1mKiR2Xd8/o2YaLgyk7vSXltuV4r8+9k5z0hnTiwcg2epJrTAXxNzxJPTSc+yXY/t8vufTOKa+//BQ7HzMcf0OEsgHfaILXOKfZ6q/QSc2qHUjnlq65eoh60SC/w6Nhny413kOIPSqCthZlqG8NoVEbKER14QmS76hgZRlenqLHK4oqElGPV9TLWDpyuqLc8bx9ojavZU2BW3c7qjN0wj16HpdIcTVrlz+PXJAEVKNxq6jz9BBM264gORNz+zUGrjo81MXdLiD3qLxB64BvY2GoRWHznoJXkppj152YxlkprMEG6tJAacQWNogFgdWOYZRynFxChcDgZk12Ymj6FtC0fQHlndNUO4q2M7XSjUAlrkqodjSq0ti5waeBf/qZd3L36RF/7OBDfHMy42D0cT5y+gT1Lxwwe0Jx8MIDomcdlbO8XJ7n7b1bHERTJq7Hi+UFPnp6lcv5GX/myQ/yT+6/G/XBe9TvuI5uPDryqLhi/Ipi8kyPt+0c8lTvCIei9BH/8Ge+hWd+9CF/7y+N+H+//8d5vd7nanzMtlkQv+uM/B+U5J9uCHmPh9+yi0uhTWTXFmpD1VpmdcKtsMVBOudydobpko+tdviguTnb4s5sxH89/b1cG57yVH5EpBypbih9xFnb485qizZo3lC7LNqY+/MhqzKW3M07loufdaQnBbpqCdbQ5qJYDQRcoim3FMvLMiDu3dGkp55o6VkdSIKQqt8sv/0KjvVs5rfR8dVVtL1c9Gs3O10pydFb/fq7beK2rNpgr65MWQ4sZ3GLVoH37N9i3qbcXYy4PRtzEvcY2pKr2TF76ZxyucVhOaKKLW0wNF5c03bjJbmtub8YUhUR9jBGN4ob0xgzbNgeLYitQ6nAta1T9PYJXxzts5qmUOiODxtQlSY9tsQLT9PT3JsNed+5W9g/9DKfvn8BeyPHrhRXfnrJ0btyJm9zVGlNP6lQo5qwiKBzCLSLLrk9W1PegnQbKhCfaExtqLa1eI10cV3ogIoA4/BWExJojTAvdOzQwHyeiZr9NNnAGQLNwNocKSTdGb0u/l7YLMEEYYi0MtXXLRsK3jqVhkIGhbqSxSwo0KVCLbUYOxl5nQSBMKKVwCFtJknzQa/9xJXstnotNnG47rXgFaGLNtONJuiAylrhwIeOGKBBLSJYaMY3ZYu+vKyph5YL6YRIOc5MLti9UiQv3SOxhum1K9LxJRofe1wmg10fK9IHChvEzMjHAVVrdKPJ74qEvthN+LWj5+Ab4T1XfpKxtvzxCx/i//GDY0bW8W37r3K/GvHydI+PnV0hUo6Zy/jZ288wvTkGFdh/z5yRWfHe7Zv8+H/xrZhCWDSuqNk5mLE6t8XBxxzZd9eds1/OyK74kR/4W8Q/6Jj5lA/On2UrWhIrR6yE3eJ2B7T9CJcagoZiH+pLFSwt1JqytjxsB7x22Ef3G+K0JU0a+knFxXxGGzRVK9Pp6Srlo5MrfHj1JGg4f+6M7XRFbBwnZY/GGU7mOfWDjPSBQRnYvRnIDxuyG1PUqoA4pro0pu0ZXCy7sdW+YnVRvPXdKsKuNNFSAjdC5/Ko68fTbX+Np/0VHqYQzrRLwS5kANG/69AubLYwLpaLuRrrjmvbcXpnivAwYnFvh9OdMa+N9/g9z32Wpw8e8rAe8G9vP8XPzp7lB58quJ4dUXvLvEmZNhmxdizahFmd0DjDU6Njvn7/NjfzLW73xjQvjkgOLe3CcHQWY7Zq4qShaCIu9Ge8/dx9Jtsp0zJjtkqlYy0izp6POfcRyE4c5m8M+Lk/+izvu36D//xtv0D+9orTts+D7x/yM3ee49m/HPHKH9lmcXmJiR1NLFxtdKAdd4NEryTdR0kXSyvb9vyemBKtziuaftcddkEBALwJizZZizGeapagSik2WnVpMW9ii6yl4soZbMkG53ZJl2dp5QIzheDRpruP6STtaxhl4x9dCFyinJJQX60oDzqKYDdwWu3pDctkPcBaUwCbYYDC0KpAaLpIskphvN4MvEDhG4OKnEBFVhZPvCK/pxjealmcswxeV8z2Yj49vcR7t95gaAqu/+9e597pddLtq8SzlvGrDSdJJLzxXBZjn3hc37FMDL37WvDtnuxyvAnMn9LYmRbL6ELx8buX+edbT/EfD17nPck9fv+1z/DJyWWuJseM7Ipfuf0Etx7kvNg7Tzao0FoS3QmwaFLuNVt8x+ALfMMffYV/cvwePn9yHh4OiY0j+j8ccvvTFzh87Vm2h5eZLDL+8HMfI1UNua7p6ZrfN/44A10T4/m18gpP7Rxz/5nrLC52FLwUkmenPL11yqTKODwZ0TSW1VlCfGSpnaK9m+IOFSc9uD86R3R9wSAruTY6o/aGm9MtZk6j7qccTvd4uF8SRdLU6LWmoOcoL0B637C4ojh9m8VUu+x81jO4WRKdFlRbA1HV7gsvXp9fYa2nnMeUe9C/L/RBU3ac/vCYOm2A8Nuran9VFe3195Aey9BocLNCV06CRpUiWLGNrIe2wx2lE1tLoxVgFdg7hpWN+MzZBb5573Vqbxn3CsrWctYKZh3rFq38RnRgu3+3QXNS5YzjFf2opqoi3MhhSi1y6tjjak2jDXHuKJ0lNk5MoIKiF9WUbcTUpPg3ElZ7wheOZ57xBzLuHox4JT3g/f3XuBSfsG0X7D4x5x++63vwsaNeRmIkDSgt51Ow4kcRGo0KekOjCkZSbNq8w1tXwoPVVdfFrrMmu4FmiAKutLilwZZavDw8nWsfGwtQU7IxmzJlxy5Juh1NKh22WcqwcH14yyZBBsRAav06fSSdNgi7RrXQjAXS0FUHp6SdqZQVXBtAGSnY1U4QOmDqCF4TPNhSS15m53+yHsrGgwrvFe00kW5cCxMkngYO32dpewG/1ZD1anq25qQZYJXj83fOY690/HIvIhxTgtsPsntS3cJpPbq1tFm3sDTCxtHdLqve8psdRBzgd+Yv4zB8tLpAoht+5+4XqIPlgydPE4J4kbSVoZimRHmDzRsG/RKP4nr8kFzVNMHw9r6k2C6rGKM7y4GrS+p5zOwLe7zzd73Eu3tv8HqzT6QcT0YPuWZL6hD41fISH54/xRd/8UmSHVheF1uGeL/gytYZ28mK+4shvV7FcpF0bBmPGjSwSKSJWoEKivJmn+SFBcelXEfjtGD6xhhTKdxOQz8v2c2XWO1ZNjGLKqGX1iyWCeU65d2DmlqmT2rqQY/BXaHWljuKcgfcs0uSpKVYxtAqtl4SvNtbWWyES//46s7XOu2v4DANjF4P5HdK7KJGFcL6UOvwWaPFPJ0+Lta0qWzL17QveMTxHH7Bcvv0Ep/5poorvTOeGh3z4VvX+NzZed62dZ/CRaSmofXSWgq2WVG1lkmVspcs6NuKvfGCSeSoS4vWwhVXKqBNYFUL3bBylkg7UtPSSxou9c6YNBmfSS8wX6ZM5gnRA4EgTm7sMVllTM5l9E3Nd48/y/PJPZ798/f5+OoJPnzyBC/dPI89irj0Cy13vlNSynEKlXjQgsfihSJX7ThcqskOpYBJpyvFan2ERonPRNMlwHcdYnosasHevYJgNPVWTD3QmCowfcLQpLC67FCDBqUDfhmR3rMbkybgUbKI79gd7lG3jep8UbqFdV1k2zdxun0SaDuDKVMI8yQW3QXVtghimi2HMoHQaimQtcKsxG52XfDdQQVe0TYGV1jMwuBzB6kje9mQnTie/uFXALi9GHN4OuRDr1zn8vlTIu3wjcGl0hzoJtC7uyKap9TjiDaTYu6rgKsj4Y8vZZFxfY+dGi7+2wafaGZXDfPrHj9ueWLvhCYopt4xdT3OmpyHYchpnXNnPsIHxdsu3Cc1DbcXY+6fjAhOMX19zOcm2/wXydMkz075r9/2v3A1PmI0WrETr0hUQ8/U3B5v8YF/8S5UC79r53Ocuj6nbZ8L0RknPuffnL3Aa6s9Pnb/MssHOew46usNb79yj9g4vmP7iwxMydInJKblQTHgrh1RZBGrkx5GB/ylkvqqp1nExA8idAv3P3OOaK4on6gZ7yzoX5mxmKdEsaNuLJMyY5iUWOVZrhKaVURvVJClDatVgncKnzhWI0MzsFRjS5tDte8wo5rxoGBRJITThPRYk98rqbaEXWVq+ROKx1R0viau+coO5aRgRydLsW0cdvS9ZSUGRq2kqOjSES2cCF56neihkxrrRmwR1sXj05+9xtkzGaO4JEtrijriqBRHttJZtArU3tB6gQm20gKrPONoRd9UZKbmfj7i1ZNdAKyR4WAIwtQoG8u8SPBBkSUNw7Tkyf4RT2QnDM+VzNqU47LPrb0xrTPsZCWJafnw7ScozlKKd0S80L/DOTvlm/KX+c7+5xlfLzEEyj9gOHRD/uy/+iG2PmU4ea8EPSj9CAsmQDvwVLV5JFc3na8Hb4IpWkV2D9KTwOy6oh4Ju8JUmmgREx+v6L1xSLa3hVoU6GYfHymOtaEE1Lgm3i6p+wZ1N5XOKhW4Iz16BKesn1N1F4OpIbiOlmeh7QlPm9DR+LKuM20V0VwTT+W7awZQHHhC2jFNao2dCwtFtxCfCX/exVAkoCNPu4zwSyvhEUpeiD6LGd1wPPzjBX906yVeKc/xq7/2LL07Aq8d93PypCa+HZMdga1kEG5Ol/RuPmBrcJ3lOYFtqi15g/ldeV7z/glXhzNeefkC978xQgXY/bTjwj+9xd0/+ATjp0uWweKC5ovFBT5ydJV5mTCfZZtB8Re+8BQH33iP1hncLBYILArUY0//DY2+N+Ivtr+P3339C7wjv823DV7EKE+qGt7Zi7j+h4952Ay5U2+z8jHbdslHl9d5UA744GeeZfCS5fLPnHD3uy3f8oc/ztf3b/BkLOEpY10w8wn32i3eM3iDpm9we5omGA7rMSd1j0WTYjvi9OG1AW/c2efaP1Kk9+bc/t5tit42zUColvFtzfCWJ1p5ZvuWagyxhfGDQO+Bovf5+5x8+2WW5xX18NHCvXi6IRrUjPOK2DhOZz3a05T8rqZ3GIgP5zT9LZQX4ZRa6wQeV9352iDyKzy0IlhLiAxtL5LtLYjVJHSdNug2YEtRxfmOWeI7lsE6ggukWN07GfHADkiiFms8PVuT6Jajqs+qjThe5RsGxTgvSG1DbMaMooK+rbnSO+Phqk/RRGRRs+m25eUGijpiVcesypiqtnzcXGYYC3awaiNmVSoXpdM8PJMFQ93okc/hEx97B7/wrc/wDdff4JvGrzLQBd9ibxIrRaI8V+2Ev/97/ia/+B3P83N/8Vsox0YUi9tQ7gTcqBVh0VART7TAGV6GgGt4Qjn5PJq+eD/4+NEgsXfsSA4XuEGKznvc+x1blLtbVPstKnak/RWR0/R+OadNgRE0Ay8d5lxiwjae3Wu2RyL/1m1XrOOOCWRCh5MLV5qOYaIqjV1qoi5Can5Nhq4h9VL4FxazEoFM74H4RMcLj25gfknjYxElqX6NHgVxTCwtLOT0v/sDDd948Ta/dPYsH797mSf+ecXJCxl2BTWCj0YzgYLaRNEmhmx/iDl8yOhDt1Dvv8LxC5p6LMyUum9YPN3yzHCGD8JYsQWUby24cz5Cf/tVGJc8LHI+W13iWnRMpmvu3N7l6b/dcNC2vPH9GbqBJ/7JMV/cO8Bul0K9dAq/XaMiT3VB8O1qmvA/f/xd/C+9F7h0IOlL37z3Om/L7vDO7AZxzzHWBSPdMtYWR6AKnvmFn2L5uyyf/zMXMCrw7uQ2Iw2rECiDZu5j/vr97+JT9y9QnmbYfsMzFx4wjCreOrjHxf4Zx02fhUt4WA1wQRPnNdW4Bwzo3xEXydHLC6rdjNO3iD1w78aM7OduUnzXC9z7IxXVjZzxyw0n336Z8RcWjF41TJ7JqPuKxZXAzvkZsXGUrWVRxrgHGemJJnsYSCeedtzrTMuMyODNI23B4zi+6oq2UioFPgAk3f3/aQjhL/+G+yjgrwHfC6yAPxlC+ET3f/8Z8MNIb/O3Qgj/fXf7/wv4Pch18RrwQyGEyW/1WoJWNH2LnSmhh0WCW6vEoEXH3k2QlTiJubBR5elG/DPaXG6LZh0vOA60RYSzglmHWKGVJzM1w0jsIHW3P3Jes6xiWqc5tT1ab2ijYoN9141AKZF2G1m9NY7YOhrvqGvpqha1JHhoFWi93kRZGSMeFasiJnso+O7yEsQvZ+RP10xdRqxabrc5H149zTuym7wjnnDOrviuwef4O7//m0hvWtJjOPhoTXJnxss/vCOhEamXaKnlI5gkWkghClqUifNrwpvWpUZXimjZzQIah8sM5uiE5aUDKZRLQ7Rd8PTeEbemY/L74qt9lncMkg5XdQn4/pu+wzfRAH2MhBxE60UCGaSCREipgCoNuhZe/jrcoT5oHp17jWDv8QS2Xm6JJw31OGJ21eKNqONc35N3vuS9uEYpWCYxTW5wrcZaz6xOebAcUE0SVGgFUovAe2FMKCUS/nrYUTf7PcY7z5M+LPEWmrGHfgsBllch311SOYtRXiiEGrzTqMQxOJgzSCuKJuazq8vsDWf0TIXNa/SyQb12i/ADb6fcbwhpTHJkqAcGtmu8UyT9GrOOuQPScYl3Gtdobt3dBRUYJyUju+KcnTLWBdumxaBwBFJl6KmIHa1ocWzrmzQoBt1Hf7fNOXQjfuTWt/HajXPE9yKe/IWK1fmUF7/1EvnBkq14yTiKmbUptbecViJMG+cF88t9MQiLFFEB+s5D0tdq7NXniefSXOnhgPRhibGBcrfBvnFIP7tIO4hJXntAeO4yqwsQLpaM0oLGG1wV0zQWU77J2iBSNKOYNtObhqDpd43B4zgCX5WDyAr4HSGEhVIqAn5ZKfWvQwgfedN9fjfwdPfnfcDfBN7XpQ3/MPBepDj/tFLqJ0MIrwA/C/yXIYRWKfXfAv8l8Od/qxfiI1geWJJjiy4a1DDGxQrnDT6R1AwAU4pRhvJho7Szq67bvthgUoe6LK5kPe3xXdHUOlA0llkjePI4WtEGzSqNyOKGZR1TVBF1I7BMnRpWbUQ/qoi0YzVPKU9jfOIJscf2WqK4ZZCJcVRbG3xlOPKKqm83J2Pdddltq9Fd8MHqPQXt0grnXMEv33mCD/gnqUvxZw6ziMGrht/3Jz/AD219hAum4N98519jGSwTn/GL8+f54vwc5gO7PPO3Jtz8gV2hxSFdyHLfE8016XHH+OiB3+pmBEvN4IawKcotQ16UxB97yNn3PU8wsuDtfNZz7/sSvuW5V/moucbpUY9qK8JUBldD0Jr2oMZHXlJknEbN7QZvXjv5RedW9LKaooqoFsIBx3UsmCCCH0klgdWVGmXE1VDNrAwQJ3Dhl5fYozmTd+8zeSqjGiOxVEaEOiZtyRPZWhkt9p17/QWRcVjtOVnl3DjbZn7YJz20nLw1ks+kz6PP+4rbSOm9DTRjWF0wZId9MYzaLhmOCparhIuXjxlEFaWzDOOKy+dOuWu22B/Lc/YiMSg7XuX863/4fpo/pPmu0ef548//Gn/vj3072eHb2f205/T3V7z+g0NMIcKoF67dlbmIFcHP+li2Mas2pvaGSZmxrGJuzcbM6rfy+f4FMtOwbBOOy5zL+RnP9h5wITrj+eQ+e9qTKoUPgVOvmfiEfzl9N7947ymO745JtwsqHYimJe21GDJHCPChe09wMJhztX9GbireMb5L4WKaoPnodyiOTvuMPpKy8+kF4WCHZisjPfNkr58SHh4Trl4Q/+wXh3DQcu8PXMcUgnStvvEK4295wNv7M2Ld8uLJAfNFipvF6KUhmct1Xu4oqpECtNjv9qA616J6LWmv5nEdj2MQqZS6DPx94BzCtfrREMJfU0ptA/8TcA24AfzBEMLZb/VYX7JohxACsM42jro/v/FtfD/w97v7fkQpNe6Shd8CfCSEsOpe+L8Ffj/wV0MIP/Om3/8I8B99qdcCwoSoxzFp44hmNQRJh17bJyrXDbBig6kC0SII+0FBPIN6EuFyjUskDWZvd84oLcSQPi6lew6aWZuSmRpNwHlN4wwhKIwOKOWZLjNWdUye1CzimMv9CWdbGeUbCW2ucU7ReoWLDN4rosgxGBbUjaUqIiaTHlOTdYpGi52Kr3O909BEXqw5L8xZNjE37u2yujtAeUiOO7Cuo7H9qx/5Vl7+owe8e3ST14tdjqrBRmrcek3vbae88pd6pJ+Eg19zDD/4GkQRX/wLV4nfMqWoLNzs0Y4d+bigqiy6kqltuWWIlh63N2bybZd4+J4AKmBXhsErM5KbY5p3Gy5kEz76B58kPjUkJ5B4RZspahXheg69MkRzzeAWxPNAORb+bzsItLVhdm/M3scUbSpYZrSExWWBWaK5sDTqkZx1vjSkdyPsCrZedgw+dUh9dYeTbzxgdlUuZvFMMZ283uCSiIca4qQhSxqa1rAgYZiVjJOC8/0Zx0WOuznm4i8uMYsStGb27Ij5PMOlorgzpSTXN5l4XJsK8kMRdVT9ikFa0YsbRnHJMC7JTU1mRCnbbJsOVnPUznBW9KhqS/3Ogpd/8CIv/PQdvj5/nfR7Gn7l9ElO/rtrOKe59r7bnBU90qDo2YateMnl9IyerhmYAk2gCYams1S9W23xsBqwaBK0CpxWObU3zOsE5zWnZY8vTM6RRzUXe1OeyI755vxlliHmRr3HcTPgF+4+zcn9Ib/v3Z+gCYaf+vA7afuSUP++p26glefDn34Ge9nz3u2b7MczBrqkCQaH5mc+8E6u/kzL4Xvhzu8cCDSmYfRaoN3pU7x1l8GHXmfxTddFCFNppl8nkE/aqxlkFefyObdnYx4+HGIfxGIG1VFI19TTNu7GNloaER+vbX81VfH44sYe0yCyBf7PIYRPKKUGwMeVUj8L/Eng50MIf0Up9ReAv8CXaF6/LOSnC6P8OPAU8D+EEH71N9zlInD7TT/f6W77HPD/VErtAAUCn3zsN3mK/wRZbX6z5/7TwJ8GiPpb4lzX07SDmPhwDi6giwo1X0EhFxtZRhj20HlMH2gnmrqvBecuNC62VNtSJJefT5lmQsXafeqES8Mp1/ITEt0yaTLaoGm8YVVH1I2lbSV4oJfJSn4y6XPs+zz5zAnfcP4GP30wIjrr/K61nFH1MqMOCvotyniG4xVZ1DJdpRTzFDO3pA+ki1vGlhAF4j3Hsolpg+bS+VPuhB2u/RhEs5r739iXKK5Y4ILPPTwHQO0NR0VO0Qj+fnrSx95PiApIziQX8sEPPEPdB7O/JIlailWMP1ezszvHqEDTCktieUmxMFL0/HsHxM9OeWHnhM/euMjqguL2946pdh0vLw9YtAlPPnePYVxhlWdSCyf94c1t0rty8diVyM9N6VmdMzRjj240z/6lM1bP7HH6vDAPBrc9bdaJonJHU2jaDJptx3h3wWKZoFyELSB/Y47fGVDsx5g6sPVKIJ570vtL9IMz/O6Y1dU+bU+zeJixOpdKokwc0PslX3/+FiBBGf2oov/dFYffMGB6a4xdasYvQXYcqIYKF60pjd2w8TCQHbXYZcvh+zLKIqaIWy4PJxykc4HXbIlRnpfn+5zMcprDHmapOf/hlu25UFXv/LmG4m/BX/3Md/On3/rLfEf/Rd6Z3eD/9Cf/IGlQpKblrTuHLNqErXjJ0MqurQmGm9UuR3V/IyXXKjCOVsS6ZRx7Et0yjOT+kyZj2cY8LPpUzjKrUs6KHq/aXaLzDq08rxd7+KDY6S25+twZF5MJn5xdRnl4+K6M6psWvH/8Og7F6XM9UtPyTHbItlmQKtml3Wx28Ts1d36o5dlzdzgpcrayFeeyGZfSCUZ5Fi7l5nKb2N/guXRBrFtqbylcROnEIfBz985jP5uze1ecHsudToFrOyJBi+ym6Tj4FaiFwhS2WyQeT6V9XOKaEMJ94H7377lS6kWkRn4/8O3d3f4e8Es8jqIdQnDA1ymlxsC/UEq9LYTw5jSf30x+FEIIL3bQx88i3fqnkRXn0S8q9Re7237s3/HcPwr8KEC+dznYVUC3khZO04oZfOvFjL1uCE0Dkxlan0MrRVI7YqMwOynBqo13QdQZ/KwHYk1PM5vs8cmDLcrnLM8MHvLewRusfMzd5btlUOg1TRHhk5aLWxPijikyn2f86r2rXBpPeOfb3uCTn36C+NSgnCgV7aqzSc1jXAKT2rDIG9K0Ybi1pOxFLLdj1GztzKS4d2uH0ectdgXTZwMMHCdvtQxuW8796gq9rNGLgvrimNee63ErG7PfW7CTrjgOOXdu7qLqR8k0e5+YoW8/YP5N13GxwX4hZ5blaB0YPn9GbBxHkz7hdo9LP9+CgjbTlNuG+TW4un3GtE5J3hCebrkrg8NJndF6vYF5LvUnfNfOF5i6Hn/jwbeTnhi2XmrwsSI5rqh2E3qHoO9qxq9WPPyOC11SDZQXHNPngBAYXpqx3VvhryoeTAekSL5iO00YHEnHfvp1I7lg1wwYD8lxiX44gX6PdpziYtmZBA3DNxRnz3ve/c7XeMfwDj1T4YPmtM2JlOO9ozdo9g0/P3yOW2dbzKoRF36lIb8fePh1sUSnFR1nPFNUI9l4NgPQtzJOL2he2L3PpfSMmcs2Nr9fePUi409FXHqx4uStCccvWLJjS++hw72a8o7f+SJ/8fpPsgoJMY4rdsr/7a0/wYvlRY6bPss24Xw6pQmGu+WYjyyuUbeWt+3cp/GGw9WA2Dhi7Uh0yzgq6GmBUPqmJFUNTWxZ+VgYIEHjg2LhEiLt6emKkVlxZnNuFDsM44qvH99g1855Kj9i/5vnXP+dR+zZOWOz5Kgd8tzwAUNbcs5OGOsCrQKpahnqkp/6jv+v5Kl238vc264Lf1QmmpGlDobbzQ5zn9J0qq1p22PhEoZXSz6ZXuTs+RQ3i9ClZvC67mBPMQuLVuFNCUvddT3viAbtb1aS/gOOEL7cEIRdpdSbG9If7WrX/+pQSl1DQn5/FTjoCjohhPtKqf0v9UT/XjPWEMJEKfVLwPfAr4tguwNcftPPl4B73e/8beBvdy/2v+nuu37xfwL4PuA7O2jlS7wAoVzZwqPLhnW2XLAaZQx4j9Ia4liWY003RBBurQd0LVxb44VhAkLKN3Uge6gwleWlwQHFfsTzvXvsWcHtijpiGWJqD24V0XhDbBxZ1FAllro1HC9zkqiF3MHEiITZg54obCUnk12CTw1OwbLuVI2lgbaTf9uAqhV2ZsSfZOHFctQYin2oxhr7VI941mPnszFoBbWmaKJNJJPzbzJ4sqAsEvc0nUvyTOdJHHkZrIGIMlxj0AFWBxbtxIAnPXWcflvDncmY2cM+T3yoptq2PHifglQM6gHKRv6+nh2xbRcMTMn+wZTjq7sQIvr3PPbGA3S1g/I5baJYHcSCs4fO4jWSOYBvFXlSs5ct0SqQ2YZFnfBwMsDMDMPbLaZ0nD6bSPpNB++mp04YRee2cf2Icjui3NHi/NYd7/y613l+cB+P4rgZsG2XvCW7B7ApHG8dHZKalk89kXBymrL7uRrWvs1pJzJayGer10HCNpDmNbmt8ChWLmJougHz3BItA/NLMeWOvF+6hmHrhSO+b/wpnowmzL1lpFtipbgcnXHYjvnM7BJb8ZKRLThrcxZNws2be5iZ5cG7F+ymC8Yd5znuOuu+KaVodx9MEyxJt4BUnYNlpFqaIMV06kQIcz6eoFVg1qYMdEmuK3ajOZFyXIjO2DELSbXp4JiFSyhDDBSkHTF/z5RcsTkajcdThYZTVQMNTXdJeqSQl0EGtU0w+KCJlGM3mnM+nnAW5Qwvltwpxnzu3nnc/YzsOGBXshMTbxePbhQt4gXmLfhO6v5Y02a+vIc6DiF8/Ze6k1KqD/wz4D8PIcyU+vdfXL4c9sge0HQFOwO+C/hvf8PdfgL4c0qpf4wMIqfr1UMptR9CeKiUugL8APAN3e3fg2wDvm2NeX+pQzeB/G5FdPeMcHQCoyFaia80kQUjF52KIwgSPtuOUoLVuFRLereSYm1qkb67RFR/GnET698NLM8yDvcu8o+/NfBt+6/y3duf40p2gY+dXeGG1yJBX/aIBo6iEQENAVZ1TGxlGz/ROcwt2EDVWvyyU421EJ9omlYGctFCmBzFnkAAptdAD9w0ZnHFUBSaZhhQB6V4YQNFbVg2hslzqXgs9Gpi4xjFgnGWPcv9aAtVSQKJSxQnLwyIr38dq30tDIwR+DTg+i2rIqapLPpBQn5PVGVlJhcAgLljWJmEfKLwcUu08Fz8JcX0WszN3jZKB5o7OUHDS+NDdu2Mi9EZ/9en/w2fuXiFH/vse5ieJSwPrjO81dJ7bUK7mzN5Kt0Y75saspsR5Xkt5k2uK6CDe0RdUsMn8qt8zp7j6GSILS3TtzWsDcJMpSj2ZHcTTEJ54PEDx2BnTj+tuDKYcLV3wrX0mJWPWXX0gtM2Z+VjXND0TMVAl7wrv8Hz2V3eObrNrWe3efHsgLDMyKxjuUpoz1KyB4bsNDB5WuGfW3Jxe8r5nphyf3JymUUT44dKOt+nTzlVW+AVPnPYmabaUpy+E37phf+RsbZ8oh5yu9nhXektdpTn+ShwznyRi9EZpY/QyvPLs2c4qzKUlmbgs69eZufclO0uQ3EYe1xQnNR9brqY1hu0CuS24tneIbmupOsOhpVPmLuUkybnfjFiGJW8Z/gGTyRHDHoFY70i1xU9XVFGEftmjkNx1A65V2/x4uQArQKJbnl3/gZPRkey6Gn4ieWAjyye4m45ZlJlnBQ5TcfCiq0jtQ3v37lBz9Rs2SUGaajKYJk2PSZNRqJbcltxLT/h/nDIYWlZXEiIlgZTBlQCaq5RPhAv/MZTvc20FG/z5VSUL+94XIrIjsjxz4AfCyH88+7mB0qp812XfR54+KUe58vptM8Df6/DtTXw4yGEf6WU+k8BQgg/AvwUgle/ilD+fuhNv//POky7Af7smyajfx2hEf5st9p8JITwn/5WL0TXjujhHBZLVBxLF+096nhKqBtUmkAUSfSSUqi6xRQtrhdJp2mFJkiQFdtHMjALnTe0KQEF6anHlIq7H7rE3726x5/7+l/kmeyQkS34H0/fz2i84qA/px/VnKxyYYVMYuqek/Qc4+kNSlZlLuknWy2upzdDxHpLKG7pQrH1ssMWnodZRDCGJrLYXsvw0gx9RSxgVWsk7HUtT+51CT07ktCjVCAyDk1gGJUMo5JXtvYoTzLa2KEiz8nAYAop4j7xmO2KLG1IolbUZU238BxIHiImoJcGu1RkR4gQxcH0miTWjF5v2P94xe2tPm0eGL6hGL3R8PPzd/HhF67xroM7/KHdX+W7Bp9n9M4Vr672+fDVa9y6O+Liz22TntT0jhz5oWRLukjRe1BBCBT7Cadv2eXjb8m58JYJO9GSnql4YXiXrXjF8kKMJrByMadlxoPZAOc1bed3bozn6mDOdlrw/OA+u9Gcp5NDIhwT32PlE067Ad5Jk/P55Xlqb5hVKYlp+d7zn+dSfMq39b+I6yvm2xmvVAdM2x6vLvc43B1wc7jDtDF879s+y5ZdcafcYtakfOHsHDdu7Us60FXNKCk56M8pLkc0jcFXFl/GLJ+v+eF3fxCj4PVW8Up1jh+/927+75/8j9h+yzH/4G1/l4FWPBc9pAyGh65PEwwX8ymjJ0uml1POlj0AdlPZkSyahI+fXJaB46JHZB15UlO1ls8l5xlEsgs4WeXMVinOaYzx7AyWnOmMe6uhwBym5Xw25Y/sfJhcVwwpiVTLxA358OxJXpru83AuVKRfqp/mlcE+v3fvU5Q+4pOLK/z0R98hDo65iL28U/jCYgc1tvN9eeP+Llle8w0Xb6AJ3F6NmZQZh0cjwiwSV8ZRw2h7ybXxGfGFllvFPnZiZThdgTcKWwXSkxbdBFRDN6RUj09cE5Bd+1d4dLTovw28GEL47970Xz8B/Angr3R//8sv9VhfDnvkMwj+8htv/5E3/TsAf/bf8fvf8u+4/akv9dy/8fCRYXV9Cx/voHwgmjbYRY1e406RBdMZcijxIWnziHorptzqjHrKIFtxK4M/WwaavPNS1mI2gxJXufGrgeZ+wo8k38J3P/VF3pHf5txoxq2HOxz058Ra4sya1tC8kWHuGebXFTavMbbzb15bRCqZeCsvaTKkDpfEuEQis+JZx2lOhSY4n2Yiy7aeKBWBTBY7YtuS2YZYO3q2waOY1aK4LFzEOFqxH8/45iuv87HkMtPXx+JPkooTncla0rhlqy+bm6KJqB9kmELjdhvivKZnHU1jaeuMYMWgZxNwQGc7WkaY2m68tGdPBlbnIqIlLD+/zQde2uLwPUO+Y/dl3pLe5dnkPt85/gI3n9zlR3e+mfZ2Tn5XkR8Gyq3O6KeKSB8UxDMnA9BJzNIl7ERL4BF8kZsaqx2ZaejbavM5jOOC1DQkuuV6diwwjS7RyjNx0lEftQNWLuGkyfnVB1dZFglpIqyO2LaMkpLSRxy1A1JVMzYrxnrF9fghp0YK52685OnhMYlusdrx8uKAzxyep6ksvjGYE+ES3zm6yI1zNaOdBcVRj+TQYhB4qr0kpk0rr3Bo/uqnvpv+h3r0FfgX9/iek/8j3/j065xPZ2g8hYt5cXLAsk4wWnQBo15B1Vh+7cY1tJE08iRqGaQVkXUsFimLRYpvNeVLOxx7YV+JAyY0Y0cT4O6DntgELMSvxdvAZ9LAybv6PNk/ItUN/+LG25nPJWQ4Slr6WYUmsKxiXiz2uTX9dr7z4ssyKE0dqjISQh07hv2K3l5D6zSrOqbxBt8alqc9PtA8SZrI/7WtwIUh9gxei9BNgosTPvf1KWnaCK59A8791C3KZ8+x2o8wtShUg1EoF3CpNGdrFtljOR7PQ30T8MeAzyqlPtXd9l8hxfrHlVJ/CrgF/IEv9UBfVYpIlyomT0UbDNPuGZRPSc/62JXDLlvsvTNYSUFSvR42trjM0uRmk9wNgmOnE0dQEC0EG1sdSFBuetZ1tLUnmSqSf5nxr7/hnbzx9h3et3uT3XTFoo0pnaS3r7KSw8EAvCa+G1FdgLbjJysApwg64FK5YJOHhjbvYA/HJrncJWBjR7WKyL6QooJwT8vzLW2vwXexab6TyO+P5uykK54cHNMGQ+EiXlvusXAJz/QecOXqKW/s7/Di6TkOH4zRkXBsm0YsMZvCEmYR2aHBJTDam5NFDUezPm1l8JmjUcJXDlEAL+ZKKgg1D6Vo+wHX95A53HmHU4Ht4ZL9fMHl/IzTNufU9UlVw56dcbF3xjvefYufuP4uXl/s8HDZJzjDyc0xs7mFMKAZevafPGKgAp87Oc8Tl44ZaBFizNqUh9UAH/QGT09tyzAqSHTLhWTKyK7Ys3NKH/FqdcDKxRzVA5ZO+MyHywGnix7utT4ExfxKgbGOneGS2hteW+2RmZobZpeLydmGzjb3Kcs2ofKW+8WQVRtx82ibdpKgV1Jw4kIxfjmQnbSkdxZMXhhx+nsSdKnZ/6RD1554UvPKUwnHTZ8yGEpv2d+a8+B6Rv+mnJ8X/ueI+9MnefVczPK8KFybLdEfxKdmM5cgQBa6nMxWzq/pCIqDQLxQRDNRAtvi0W4y6nw5mmOzGcqvF+W1r3nTV3zm55/hk8kzkoF5Aj0NxblAlXvasUUbuU6aRUw5GfKPX9/hhbff4M+97xeIlJMMymbIZyfnmZYZZROxnKaEVov9b+LRumMseS3U2KylNYHZc4rkgRVR1TKisR59ruAsTunfuwDA9sePKa6OKfYsq30RYMXzzqfmMQYhPCb2yC/zmxM2AL7z3+exvqqKtgoyNV7HU9H5WTS5tIDxSQHB4+cLVJai2lYgksqhWxFMOGkWiAqo++si7TCVZ3Fe4zpjKeUCpvAoF2h6EfktzRe3zvHc8AH9jkalVaB0Fue1OOSlXbRXq0CJ5Fh5GVKFKAjsMNdkDyR2y5QyCFzty2tbqwWD148UX7GElToiilW0MXgPNvAwQJVbDtI5ualwQVE68U7pmYZENXzd4DYHyZwfP30XvjJQGbFz1aI2tJ3Qpc0DiW07howlNEbk7rHfBIGooDap7U2nclzTq3QkCkZjJVh51UYULiZSnonrkSoZhO2YBauQcDU7RivP5fyMZZvwscZSzFOoNCSesrGUdcTFrQlzl7Jll4zMiq0o414xpnSWRRNjtWc7WZHolnPJjEHHlnjQjDhu+ry8OGDRxhwvc8omoqot3iuaeYyxXddbWHykKLJoo1KNtWM7WXW7lwKDZ+VjJk1G7S33FkOWRfLrCvbaHiGZONL7S9Trt+lvpUyNp92pUd5ily3zaxnBeU6anLLTW+9mS+7bIOpPJ8P29XmengZMpSgbKbLJCSSzQO/okcBGtTKjCZHCFgbtVGfCBW2Q80g76D2QJCUZpqrN7ZuA3c63wy5ltkG3IJgmCGacC1zXmgiXOhFCFSLGyo4Drx5ep/4uw7lszhO9Y6wSXvq8TCiLeOOJ74MhdPqFOJKZRd1YtBbqYlla6h15/GRY0c8qWqeZkdJ/6ZTV9S2avT7KB4odJalQGSSzTsT4+Gr24x1qPobjq6po22nN3k/fwF3YpR2JDFly4gSndnmMavuokw42zzPU2Zy49eSjiLqvKXZVp6wU+l+0AFtolHuUiOItRHVAt+JtkUxcRw9Mef3qLlqFDZf705OLLMpYTt4uggqvBMHvksZDvyXLa8p5gjkyjF9zTJ8wTN/asDQyUg+tEqe80kKlKXcfFXFdaqKJ7qbiXYeloahyHuYpHyhSLm+f8e7t2wxtyaTp8cnTi9w5G7M3XPD27Xsc7My4d3tbuuq4s9b08n7bnodhQ2obiiYWKMfL8wYTUFkXrJAEGHtap6gLu0m8oVW40qJsIHjHvM6YzzOmnZvbwsWMo4L9eMap6fNccp8X0ttcjk5Z+gSP4rn+IXerMb9y7wlWRSLdV6sp24j75YiBKXkiOeKJ5Ij+VknlI1bdCqtVEEaEbjltc16qD3hpus9Z0WNy1IeVIZoZ6UY9hBg4aPDjFl+Llev6Km+c4Y2zHdpJglkYXO6Jtkuu7J5u7ES1CkznGe1KqGjogOoyS+0SJk9a5pdGDC69BbvyqE8O4NmSm783kN7LqLY9yVbJB+88ydtygY6+ZedVbl7Zgi9uERRUYwNKUW2pTdJ9POlojdPOcjfVm+547Y+hXEC7QDJZ/wwoRbEHoYLsuCV5sEQtCsJkCnWD2h4T8h7Ke0JscYP0EY6rFT7SLC8muAiyI3nMcmYp943MRwpN05dF4MIHC/jpLW6Pz/HLv/uthPOlpC81+pETY1CoWsl5HhRm7Hlq55iTssfZskcctQzOyRtQCi4OpozjFfdWI4oy5tbv2xfPdRVt3qOtxPFx8lTHLHmTLfBXdAQeFzzy2I6vqqKN94SyRL96mySOiHe2CFlEud/DJ5o2M5iVQScJpAm+F4sD6ckZ2WFGEhu8TWn6gtOu/9QjcWlTrWDapgroStgnKIVuA9HKEy01x0VO3RouZRMuJmdc7E25NxtiKrloXfxI6ux6Hh8HBqOCOGqp7uV4C7d/oCXOCoZxS+u0eJJUUix15Il6Bcl5GeIslgltZWkqg1mazhe7OzFX0tFXRc4rD3pUz1gOMonIaryEot6+ucvRrM/uYEl/d8XS5+h+Qy+rhXveagxsxEKzIsEXFl3oR2Zb1pPkNf1MroSmNayiGFcbwsrKIuUV+IBvNb1ByTCrGCQlizrhtMrxQWNUYOUSUt2QqgaH3nB0L8WnPJEccTk9pfIRTyRHm6+9CYZENQx0gUcz0AUOzconNMFQd9S142bArE2Ztym1sxjtyUYlTc/QRBLqkBxLOIG+G1FeaFC9lp2dBVvZitS0TOuUdpoQH1viM3CZwZ3kvF4Zkl7DOC/IoprRoGASFBxH2EIxei2QnrVE04YQaapxxGrfEoz4wGR/5x6H339dimfqqB9k9D9r+B/8t/GnnvsQl+JTvvvKS/yTd74bO7EkJ7oLrRV/FgBTSEzdOstyzYYK6pHmwGXQ5p4wqqVIOi2xcrVGl5rjt8aYp2O02yJanCdaerIHJbp2sKqh9dgHU5jNaY9PMf0cu7ONrsao1mPmBW7c4+SFPqBYXRCDsWpbXk8zyBi/IpFfO5+G8nZGsQ8+CriBFwfKLvpIeYWaRCxrTe/gHgfjOTejLRZ1slGPpqblIJ2RmYadsUCB9RNStk6qnJNShrF5VFM7Q+UsrRPNwP+K4/YfcIi45rdX1f7qKtpxhNrZJhydEFrZUvlY3oJuA3bVosoaf+WAEFsZSC4LYZbULUrLtNnFqvPbEF50M1DYlWJwX1JksgclynlxDlQKl2Q0uabJYV4mbPcEM2+C4Up6ymu9HZbtNrqG7GEnpMkUi6san3kJ4wWeetsddtMlPmhmTcK8TpiXMkT0vRZtPftbcyLjqFvLqo5oS7tJSUcFfKyoI9kK61rhk0DvYEHTWO6fjpj1UoZpybKOZccbedrGcDwXDvn5qyeEoHh4MsBXVjw+vGJeWuYnOebUYpGh6TqlJlSGeORoWsN8lskWurN9JfUo7YmzVgZkOpAnNaltmJYZ01XKshK5/2EyYBhVpLphyy4f0c9cQqlLUtPw9dkbxErisMoQ4YMwfiUSq0UTmARhgJQ+ogwRx82AJhgqbylcTGYanhkLc6r2ltpZ7oxHLMqE+TiDwqALg17JsEwpsSq4vRjL+4s89ZbDdrCHKUC9kdJkCYe7CXG/ZpQXbA+XHO1ZwiSiGks4gou1mCXF610XzK7FzK5eZ3iz4eBX5rSjlMXllGTSMP/ikJ8cvY3ffe4LbNklBxcmTEYZq23ZRSgruY/BKdpFhKv0JqyYtflWI7sEFcCPWtJBxVZ/JarYRY+msKiZDI3L/S6WLnOiCXCK9F5O9hAGt4WF4RJFMPuY+jrZjQnBGHTRoMua+vyQZmAxVSC/BwQt3HUru7ZqDPMrEfHMk545kpmif1fhUsXigqEZiOVqiNYaiQCN4mO3r3B+e8rV/hnjuNzMK2LtuJBMiXTLyAhMZZSn9BHzXkqqWhLdcNwMOKoHVN7iUTTe8MnHVXe+2lz+fjsdwSj8MENXAqj6XkywimgpBVx5wBjaUeezXTnwXhglXn4fkHiyLghg7SutnCKZeqJl52Pixd0uxJY2N6z2NfUWpMD5fMawi0/x3WxhzQBJTwUzrBtJXfGJ1LbIug016/ZiyKqOKWvpCtrKEGpD6KS3jTOcLTPqIoJ5hHGShwldIehgmGgJwWj6V2vqSNwBm9ZQ1BFNK5ihiT1x3OKDomrsJpBY386IankcnwR8JYXAx12OpFcbrNb2ZbrvnJbOuivWqIA2Dm09adwQWYdRgkmumpiTaY4rLG0m1b9qLTObshWvWMUxozd9hqcupwkGraRAH7UDJq7Hygl8ogkcRFNS3eCCpgwRlY82xbrylknTo+3UfloFNIHayUWc2oY20pRpRBOAUqAFYi8CKWeZnfUk6T5rIfXUA4OpZQcWzWSHU4WIujBMgSRuSQYVTeSYJjGLhcau9IY6usaDY6Fvs7gYsTrYohoJXrw8L7axd8/GvD7apW/rjTNkmzi08VjrJZ6ujlC13uziiL388YrQJVoEBSZxJHEjC9Q0o/dSQrqU87Pp0YmEFD62VActut9QXA54E5FMDYRAPZTPJj3zqItDtAu4SOPjPvVQcHXXdfnRRu37aJDpEmhThS2FxZHfLcXruuxR7miaXNEMBK93scCAzXHKnUaT2Qar/Oa6qjvCdaTcJkC4DpYyRJtUobW6c9kmGyMt/xhB7a912l/BEYyi2klJGKMnS/SiRE8FwvCDlPKgB6NI6HxNwCiF3ttClzU+Mm/y2pYu0q9P/NqIss0LZ7jtdVhZP6JNDSfPG+qxSGaf3D7hbYN7lD7isBpxWI44nA5Jj+Qkd7GiHkg2o48D2EBTWs6KiF+dXMM3BgrzaPVeY+BGbGGXVUxZRxjtGQwL5gH8MiI51tLx+c6RL5ZkmexIMbueSrfYGpQOLMqEchXji0dfb5LWVGWMvpExvA39uy3Lc5blBdlOK68w21225TyBle28HRSu1hR1InikU6ADJmmxkdjOgkAmdWMFAvSKprSoowTbKNq+YQkkScNskfJzx89iY0e/V/H0lgwkfdCMooK9eLyJeFu4hM+cXeB01cN7zU6+ZJSUm3mCR1KBXl/scFLklK1AIpqAkjEHZRORRg15XBNbx7Bf4HoaN9aCncYVjTccT/uyo1FBxCtRi7vkaL0i1JroJJL5x0pJ6DDgvCKJWrbyArsvQqumNRRlLO9/InzjspFdknKKsFHxBlzmyS8u8F7x2dMLjJOCxmtaZwQH9oq2iKDWqFI8xQHIgsSqtTJTUF2Is48C2njKOqL38wOefLEkOj7B92KWl3NsqbAroce2Pc1iaXGJpXyqor5U87AfAYr0WFgm07GGa7FY6OZBKKutQHPRXLDk9WDalPLzOs/Tx4pyS2OLQHbPY07njG4cMqwEhgtPXMCnEeVeQtvTLM8Z6mHGS8154lx2MknU0lrNrXKb7WiJj/QmpHjS9PjC9ICjRZ/lMiXNarbyFYlpqZxlVcePqejwNUz7KzmCUTR9Q/LAizGUUhIxFhl8Yml70gXEC49pPMoH3DChHSW4zG4krvJYwgddr8c+gsUF07E9xIt5bcrUjAWb1qOag3QGwKTp8YmTS9x7OCY4TfG+ChM7bORwrcY7jTYeo0AbL37HrcYkDm89vjISKks3SGo0LjKUaUQaN4x7BZNVhjpKMI2iycWfI5iAbhWqhekzApP44wwaLUyPTAmWuYiIpobha+BSy/Jihs88buyYppqzdwBpJenrxwmmUDRDQ1Eb9GkkgbxdenplIgkKtgGy9XRVyXvqfJ2d0yIymsXoUmMLtbmwo7mhWfQoLpZoE8jymjRuyKKG0+qRd8kD1ecNs03jDA/nfbwX8UfbZWKeFRnLOqZ0ltTI7qr1mjZosg7TXBQJrtUSgtu9xkJH1D2xHYi0J7UdtBYU8zrh5HCEWppu9wBKB5K0YWewJNKO2Dja67JAhC7nczspsNpxY7bNvEzIk0Ae1/hIEVlHkxrCSNE6vWFHlHW08b0GiCIZwI1joSsCxMZxXw+5f7YNteoYSOrRTqsLLNatwsXCKlGuy9g0nmYZoeaWNIKHX5cSbLq5fryFNle0ecDHXlwZz6A+i/BD8ZvRpaIad8lGu5XkkHrwtRGqXqE3Hj6iKJZijuqaoH4rDJG5RTeSNhR0n3ie/br0onjSYFYt/U/fB+fpX9ql2kuYnsbUo5ij8xlkHhU57uRj4qjlwnDGOC54S/+QC+kZh+WQs6KHqw3LOmM5zdCRXIOPsep8jT3yFR0eooVDl7UMJWNDSBPaPEL5QH57+QjWiAx0gQghMVRjs1FKuUjJ/WotF+p2TdUXC0/lOj+JVqhQugE/bhmMV+wP5uzFC7TyfODedcpPbpPPET+JJ5bEcct2f8Ugrjaua3GnVFy0Mfdmw0e0pkEQyMFLR9UUYrQ/6hVY47l3MqJdxqgo4Kz4guutiihtia1Da09RxdQPMlQl22Y1M4SFkQKrpdNvBopkEhi+rqi2NMV5L6kwqSe0GgpNNBdjqXZmNwMtH4XNwDPozhMldrIzmFvMmSEYKHLfpaN36eu+676SgGtEOLSGC9p5hMtbQir+KHUrRdB5zXSVykB2JZ2lmWtJHzkoiZMWrT2JdURG3A+LNuIgWzCOi82W+CTJOUl6LCphn7ROo+MWa1xnqQuxbTFKFpp5nTBfpthjC0FhVlJMGxMog2IRt/STCqs946SjeSLxc8dlj55tuNSfMonF1bCoxZNm/dx7w8XmXAA29NCyjTquvSQXpaZlaEtyW3EpPePZQczne+e5Ox8xmfbgUApvUAKTmbrzlInks24HHpfLZ6Aqg2oVq3Nvor11zobBBELSbfFaYVHVY4TJsTL47Vr8eYzHRCLWCV2uJkHoq6rr7kHgEDdykDhs2rI/WpJFNbMqpdkxlHVEVVoe7sTYuSWas2EqR0tLPA0Mb0REZwVmWhDFmuxEY2qNKcUj39sIb1IKBa+Hbdos8MYLO7xr7zYvDO/SszX/9uaYaGqIzyCZCFTzOGXsX40hCL9tDlM70ntzUTvGkXTbrZeQ39ajCinmOE/IEnye4FNLm1vqgUzjgxI703WCjYocu9tz5kVKPbPoShEfCfywvN5C6rh28ZgsahjHBUZ5PjG5SvJPtzj3uSn3v3WEzzxJ5EjjlsS0chFGJeNo1fF+DQsXUzQRKxuTxxXDuCI17cb3OjYO2/G2tArsZkumdcrJIscahzWePK43Bafxhme2j7nR2+Lh/bF0N5Uo2sxKeOM+Dsyf9BQLzfilQPZQOO0uDXgviwRBCmw7kC073cAzWHCZ6rI1FUHJ5D84LVP/bkGzK5G/B8uGO6+c/FxveyorCfXKBHTsUDqwmmasVlJcfO7QsSPuNRjjcdYTPLgciZIzniRuyCIpvlZ5kq5TXmd4Rh1bJtaOraRgJ11xVmbMayne1ngGcUUWNfStqCnXvultqpkexFAY7FRogfbU4lPDTAWKNCJP6w1G+nA+kERyr7CJ49reiZyb2mNNYGjKTTRW0cRMymzDhLCdkhHgZJlTNZZFmXCa9mhHmq14xaXOK/upwRHjuOBeNuS15oAwtcRnQvu0nUOln6859qAigazccUo0l11O24Ny30PeYlKJJguLCBo5R5JTCB3nPqSe8dZSXnsTUZQR1TSVQa2V8zJ0jUCwgVZDSDyjgzl5UpMYUZNa7XFBU+vOXsE6Ql5J6tNZKgPgSpopbxVBJ+g22Zi32SKQnIkrZNM31Lmi2mLzPlFw8ol9fmq4y3e977M80TvmiW/5IH/3k99A/1bC+NWKtm+Et/44jvCITvnb5fiqKtq4gCrqrmAjjBAgaI1qWinYIINHowiRhB00mYS0eot0fDmbdJm9nTlKgXMa1cjAxlYwuxgYnp9jjacNmtqJE9kry30+cesyT312SjCG6fMtyVZJErdY7Wm8YVKlLJqYU9OTLi0WtsletqRNC8bxin4nxV4r7AByWzG0JZFyEvhby8B1vUX3QW3k66dVhkexny84Sfv4VkPicI3GR1K8QxRQeUOTGJbnRWKu1iIK6AqsXPjrIWjQAr/gRLCwnvKrSovIpvt91RXndYFuM0RcU3QD3m5Yuk6OUSZ0kAUo4wmpwju1+b/17sF7ResjaDqqYdKSWIfRXiiKSuCQEBRla4m0ZyuTz3f9+WgVJJ7KaxnIBoVJi40Log+aRRsTgkIpSPoVjbW0bSLwmAYiLwhc97jOa2EltEY+69JQ14aTPKcXiw2q0R6rPXYdP+fMRr3aeHldzmvmZULd8dAxsCpjjuKc1mtyUwle3w1TZ2WKTRuaWhNmevOZmxpxb7RSPE3sMMaT3tEkE+Es+xgYtGJNkNbUjaGxsvi2laGIUlm0s+47WouolHxXqICKA6qDwJRWG4jXDmrStOFgMCfWjxak2skgvHaGxTLFFVYKfxSExx97ghdoM2ho8i6I1wjckt/3JIVDzzymitC1waWaNogfnFnDREvNzcUWu/GCK8kJv/+FT/FT+fOoMBBoM0YckR7H8bVO+ys4vCfEESHrvDZVK1xqAGvElTsEQp4SIoPrWeqRpRqKkf6axvbm0M9ZkeKdpp7H9I8V/XuBxXmFfWLB6gtbJGdwdtETRg23c3GVc7OIV/4v8OzFB/ze/jGzNuXmfIs2aJbrAN8yws9iCDC4MGe3v+BKf0JmJDRYq8CWXdHTNU0wREq8kBcuYdL2eHm+x6xKNyyIWSvDyV7acCGbsJMseG2+K+5uo4KqtmRJQ9VYWieQSwiKvFdhtGc+Sqkbg+8obqHtBA+t7qSmXUF1CmrhaK9Df9MHGuWh6Rvage+oYtLxATRRxw1OHb7XSkfuFdSiqvStgTbgABTYpCXKaxkEphKc0IYOKgqK2nqKVrqy8NERi9Bx6i9I3FiUyec3yEphWnhNalrmTcL91ZCijLFWdieRdYIxe8NJ2ROcuyvCIXQLYs/RppqmX2GMsElAIBzJ8BQoxXTPmcQNs2mPUBlOjwdMk5bt4ZLYOiLt0FHY2PaWreV03hNzpi6HVKmAgo15Utsa7jzc4p4Z8WA0IItqttMCHxT9pMLowDJtmJscPbNEy3V1lcXSjMTrpn6Qsfuapx6KKMdlgVBr6hBTLyNM4tgZLalaQ0FMPWpkVVoazK2MaplRxFDtSKaojt3meeJUdkK9VBwlt9MV/ahmJ5FQq/vFiLMy43TVY3rURzmFXhjilcIlgXarxfYbnDY4E3AzOadcKgXWdfRbH2mCjRm+PCcpG+KJITuy0nz1DSpANdTUI8XNX7nCq8NLfPN7X+Sbx6/wnre/weefusjnZheEv/3/eUx157dXzf4qK9ohwIMjlA+oyBKaFiKLGvRlMOK8TE2QuDGXGhEidMXa267TDJ00PCiqqOPDKhnmVAvxecisYz5y6NaQPdC4SUK1Y3nH229w7ckTrqUnNMHw0ck1bs/HTJYZzmmaZURwonjQtUI3ivntIfNhxnIvIbYtRRNR1hGXxhPGcYnVHW2pSbg9G7NcJegXc3QDq2sNpteSZjXDrNps0w2By/kEjTAtTsserdNE1snfkcMaRz+pGMUl5/L5Jvm9bizLZSIEFvOI76uVQEY+kWGqPbUyUFyyKdJl0DQDT7nvMUstBlse+YxiTX2gwAaCU8RHFlM9Yhb4WC7SZhhTJJ5V7Jnq/q/7iuN+TRQ5okFNayPBfzOPyhtG4xW9uKEfVxuGiVZh09mOkhKlAnVaMUxK+rYmNi2LJuH10x1WqwRXGlTkGY5WAlkYz7jrwtedeO0NtZdIMOfVhhGidCDvitZwtKKqxbmPoJgsemjjxXo0EgOroopE6DFP0HND65WYhfVadNQJTYLCt5L5Sa05nCSQOo7HBZF1jNKCQVKyky1pR1OWTcydrR30SSRe0n2H9opqkpA9NMyuQbUF9X6X99k9j68NbmWZvNbDLqVrVXsyeI0mMhOptx7RXykMamGEUmgCVc+gYi8Lfqw2POrjUpSnp8f9jS+8Ch2bZdxSbwXU3BKdRLS1htyhU0fzhKPusj6h29ElnvmTQeZPakAycUTzBjspsRpU6NH0hemVHXn2f63AHs+59dQz/PXn3srs+Zb/+D2/xrvHt/AofuUxlR3lf3vhI19VRTu0LWFZoNKEUIqNJ/2ckMVCobPdtssoXGpl4Ajine3VJuQ3KLCFwpQKV8a0I4eKHc2Vksl2JB2M05y/fsz0XMryOEdnLXvbc670ztAq8Kn5ZU6rHq8e79I0RtSBrRZXPy0XixlWKCW4bAiK6arrnDuY4I3jHYIXhkM4TEkfKna+0LK9dKz2PdPrmmggXZT3GmscPVtTecuyTThIZvRMzXa85LTOOauFpzyrEyZlRt1Y7h2Nua9gNFxhlH+0CziLhYKmIWSu2/OGLqZJYAOXyUWcnKmNLFjS2zVtLoyatmOhJSci4bYru6F+BdXxlBdCp2xy8cMwlSJoI3+6OcOa1+zSiDoLhMyhTCC6siCNG0JQLBYZM9fDxg5rHXUV0a4sqtSExJOMKrQWHPV00dtgqoB4jjglC6pWrIqEuL/Cec2sSjHa03TpRFVr8F6jtd98f21raGvLtLYo/Yg/7TrbAdcqMFDFnmpQCQTRCFfe5jWtsahpJIIoLM4GVOSJeg3aQJOJ0MfMDMwN5b2EEpj0POxW2MRxcWtCHtVcuXjM8TCnWCRo0+1qgHocqLeEYWInFuUULvOE1As0YQP1yNP2pKGIJ1r8SZqOY912w8Yg4rNmEDZQmmpknLqap6wCnJlcXPxOY0ypSJpuKJqJHYRqNL5VGwxcnC09cU8W5WIZi0Ygl++ZgNgBj1qageJwN8JOI5KziPx+hqkDphI/oP6rU1RR4wcp7f6QeNaw/4mW3c8bfuqlb6TcDwIN8ROPoejwNXHNV3IoraXDroXrqS+ex+cpyjlUXePjDJ+Lz3YwYryj24BuQTtFa6Ha9mgH0VSsWvVcYVfCV3VZl4agA+UypkoarPGoSKboqzrmJ7/4Vvw0JiRyu4kdWgds4kS6bgLUWooDYIwnjlrBYKuIuhYhDUawwjWU4Actq1hTbxmCMfSemnKQL1EqsKgSVnXMokqYxSm5rTkuc0oXcS6d8nT2gEvxKQ+akcArcUbZSjhDnLS0rWYy6aFMwEYi2vD9Fn0s8I33prvQhGIWz0A1bPDdNn2UcLNZ9JYiqQ4KmmFgeVm8TEypyG8Lrt0mEnBQ9CBoGWr61OOtsBjiYc3F7QmJbenZhtZrXjvZoaoielmN6jIrp6fiH2IWGq2gTQJN7MUXpVs1lIa2MaRZLSKiez10pVhutSTjinNbM8omYrLMNhBRFjfkUc0bxzvUlYiGgpfk+PX3p4wsZGsmRWjEcMtZUSnqqUWX3WehwVtD3ZleqdhhIkcvqwlpQ9VrcE6jndoU2k13njSU/YjmLEHVmngi34NdaVAZTQ43r+WE3QobOxFktRpfahkqLnRnQBaITzX5fRnenb1NqJrprQizksJa7YjFQrvfyiK9nnGU5tfzwQH2S/q5WL06ryjrCNdq2jJCW0d0ZUFTWvGi6ZqA6NRiC1AL6eB1JUysoDVNP2K14wnDVj6/xKG7nR4q4GYxRB67XZJdaKhbw8PDHrrR6EpjKkPvcJv8vqP/gZexw6HkwRoFUzj4qKPNxdXzjcdRcwhfE9d8RYdSImV3RvjZaUSIDHpVQduinHRVaxGN8uIjooJs7V0MmCB+Gh3TQUQ1HcWv1R3vVOGNZdmLhe60NITEU6xi7BsZ0RyKg87ZL9f4WFSBoizoxA5eiQQ99jK8CQrXaOnGO9mxzYRNoVQgpFLYzTlPnlVcG52hCRyXPYwO7PSXmA4GaLzBo7i7HFI6y1a0Yssu2Y3mXe6hFCWtAuO8eNRFdkOx1mlmlZU4tEYgHNWszbMkedyWgXqgqAcCGwXNhjFiuu5MVwJ3oGQYRoD0tsWW8ln7QaeOy6XbCqOGuNfQ71X04ppBXDGMKqwWWmQbNFt5wdw8Yogsl6mISLywXOQLRrbhmcPk4j+eZxWXBlNi7Vi1EZ+fXcKliv0LE/bzBbvpklkj1LmysSyXwsyhD3HUUpdWBoxeoAHTdKZGWuiPftAVOOsfCXC0CFpwAbuU3Yly4CuN1wFiNrJ+rQJzlVCUgi+LLYHQC7UK9DqGimgNDG1PnB7T087/XcugLjhNUyqYCTyiPNjFI068i7tiXwYW2wo1bAiNJppJ4XQRRDOFyxR1qlGxx3QLeasC3hhaup3Sdk2vV5PFDUaLe2PozqHesKCfCjc+eCWfXdxdArHBt4p40iUSHQeSqcMbWO1ZUJoyNnLea41ctgFtPXppUN7Qalh5jbGCr3slw0ofK1Yomp4hv3ke3riH0p0FcmRRwwS7cpj6MbbHXyvaX8FhjODXzoO1HWvESQp7XaOMQaUx7VaCbsRWVUXCIkknHt1q6pEREUG3JWyzdXGH3j0IVlFuA3NLpTLwivShdL8QYZfQDIR9opxCLURp6TInXbpCVJbd4Z2iXgnkok0g6jWkWzLUyeN6o+BbG9unRoZsszqhaCNWdcyyjNkbLjjIVvSjEh80PdtQO0PpLB8+eYJhJMkuF+Iz9uycW6tt1pZLeVSznaw2lqJgGW8vWaYJzcOM9EjUloO7jzL4fCSdses9WtRUEHjE1KKICwbKpOvKO3il7UF6ElBeUZzzMGixaYM2gSRqpXOe9ZiblCPjaaqOOZNXbOUrhkkpkvtW8gPzvGSpEpy1+ObRgogO2KQl71U8s33MKC4Yd0bRfVPyHXsvcdbkvLrcZ9VKOMRz/fsMdkocmheX57m7GjOvE84PZyzSSoRSlSE+M9iF2BIEC01PsYoMatDQH5QbrxKAAvClxRcRdrFe2ASeq1tFlRqOgyLqdluu0dgziUcLCppGUeQCy1jjxE9aBxmio5hrRb0VaHM5v5QWHNostAyCleSOKiff1Tps48H7PdFeiZ/HpHe7HM8dqMfdDsVJDmlQhqAinA74XrerHLaEIOdr0xjO6h6u0aju+bUOtK3h+LQPR6kI1nYb1nmsPnfUsaI6J1TP4m5MdmjZfqmmf9gStMVbEcK1W600BIloAHwU0I1Cn0bgI1oF1neskY651AwD9Thw+3vGjN4YMv61Q5jOIc+IbjfiXtj+uvzwr+z4WtH+Cg6FxImFGooCVRSoJIa6xk/n6CjCLEpcHkEIaO/xkbzFNhGcbj1Ui2dd0dnpusLOB9tUj/DY6ETw2a2XPd4oqpFieVFOrHhifp260i01IZLtf4gEQxRe8xqwBYxDKRHViOxbOMTWCFUsBJgXKW2rBSP3eqNOvLObsboYc3k4oWdrZnXC0aJPZB2DuOJOlXJ/NeDt2/d4V/8m37D1Orezbe4UY46KnNcf7orSr1PntU5jraMd15RGLEZNo0hPtSSND7uC3UJ22kElXUFYhzMELd12tFC4nhShascTukDbkIqlbZY2pFHDsoqpS0s4EZ6z6zYnLvOU1jPVqSww6YppLfj/MC3Jk5rJMmN10gMbML0aVxuaRcx0GfPRo4FYyRadsKjnuHZRlqx7kxHeKV6xe2z1V7x37yb78Zx39m/xzv4tpq7HRyfXqJ10flQab+T9JVNQtQztdCmK1TozpHHDVi4cfJ+vWNUx015GtYiwU0s8Ea/09IEBDMFGVFnA7TYyoG3UxpLAZeKV0swtdRRQfRkgmppNUTalIppLiEe5p0jOLyl3rAjIkCZCDJs8dmGoR4CBepqQ37DYFcyf8IRRC50JfQjgai1+Jp1Pji4FIvKpRNJ5BXUltguqS7RZzx6UE0opo2aT1qtjj9LgpxblRbEZDWouvv8hIShuffoCW5+H/v2WYCzFHrTbUrCjtJVovXENOhAlQud1TlPPYsLCYhfCRPHbNXHW4C8GDt8SMXnqAtFcPjMAby4KBfWvPoaa8zVM+ys8fIByPREzhFVBmC/Q21vo0YBQFChrsIsEvFirKp/S9C267YQTqzUTImw6xtWBbBd9zKNCrDsooID+jYJ6J2F1YGn7ogAMVtRptpDCZlfrTsDgjdn4NSgdNie7WxlcAF3rTUxXaWVwFKJuCOgVeqXpPVCb7TEqEF4zTJ/a4YvPSNc9XWUSSVZrTmKPTVqC1zw4G/LS7j7v37kBwPlsyk6yZBBXPFgMODvLsbEj71VE2rHdX9HsCLd2Osgp70ekp1KwgwbTpaGYSt5Dua1oU4E9dNNBKRU0/U7SPmypEg1RQBkxNJpPM+ah9+h7HLQEE4jSlmG/oGkNs0mPeaN52O1AtpJiI0TpWWGMnKY1RRVR15Ykr8kS2bavypiqiPCV4J7UisP+kN3hgrccPCDWjtJZpnXKv3njLeRZxXa24r3bN9mPZ/zevU9ShYjTc30+OrnGx3/1aUAWaJeGjZpQlYbqfk4Ve1bjCmvFwL9uLMErVOxxA0fjuulqB7+ZEiKncD0jRc1KLNb6XEMJNq9aRahjgob4TJEdQ7QKmNKL2KSnAE05jFHW4/YE1kAhnjZLI6pDEGjHiPVBPQC1U5F0hbEuIlhadKXFJGzUEjrhE3Q4fmXRZ6IQVq3C9bp5T+zRifjDt05TnmYC9XSDY3eaYFdC58sOLcpZHkQ55X5AXSg5VSl83jC422IqQzCWZmhw+16ooZUMlU3Wfb8qsIxbyjymHgnzJ+sJXdR2FMTV1zUUTpJvVHfO/AeEnP87j8fFHlFK/R3g+4CHIYS3dbdtA/8TcA24AfzBN+Xo/qbHV1nR9lDXYOVlq8iijAGtoJ+j5gtIJWW7HQhE4jKRr+s2EC07c/T1RNwHTP2I0uYTBMN8kwmOqWFxLWNxTjN/whOfW+Gdoj1LRRbfMVTWVqnryCdqiFvpstfZimthhGwD2TjsCS4sE3RVC9bpEvH2liBiiJee/I5iMuzx0KsNrKA06JMYTyzJ66OW+9MhX0zOEeuW0snWeBhVxEMR6TReE2m/wbofHg2h1ejEUZ1HRA2VdIK2pAtLELhEYsZk8TMVJJOOLeAUs6cVLlKYgXiBu0YGeumtGFNCuR9wfYdOW/rDkjRqmK4y6rl4idvMUXdOhCeLXHYDxm+62jwWut1Cy3ecWlFJDuIKM/ZwXrw7Wq+ZFBkhKE7KHlVjmRepsHxmMYMP9Zmww499xzkunj/lm/ZfZytacj0+or9T8tmr5ykPewIhnCuIrRPOdmUIJwlqYXDLHk3sWSWyq6LWJIcSj+XjbmBrw6O0JC9+2C7zG1aOckKnw4C3kjtnlhq77PzS60CbwPySWJqucWt9HMuMYNhiUo+1Dhc7XGwoTASN3nwn60WH1pBnS7EPeNAjmml8FFAaaBWhjjZeOK4bFLvcYZbi/BeiALEnHlREXWxd2xiUCahSw8wy/pWYaOlpM8ltbLLuvSvI7iuqMqPdaVlctCQTRTILlHOFqRR1k6KDIp5Ko9QMY06fKhmMCvYHc+qe5fBkhCsNxVGPIvVo68QbJXRFWolVgVLiO/N4jvA44ZG/iwSa//033fYXgJ8PIfwVpdRf6H7+87/Vg3x1FW2FUPrKUrrutiU4h7YGqnqzvDbDRBRWWuFSgzd0vhjSXb+ZLN/k3YXQJSeJVFcgEFMq8GIzWe0Cg4YsqYWz23Gwg3mTmtCAWoqXsvICHYAUaOjqctelu1gK9rrLXqfUkAgroRloSQ3RYBpQM3kc3WihkjlJugnWC53KA5F05bbL7qu95XA5oHaG/XwhfO55D2sdTWfE5DtsNnjAiQRwnWWpmi7urBJbz2pbdg+66gZfHvFeVrA6L4uQMhKEsB7WEXnxLTdKLF8TR9aJWFzQ1IsYNRfmQb00VKnfdHwADCtWdbyBj9YXZes0RWOxXosYxsvtRRPRBjGgopX7N16gDxs5nA0sLivye4HeF2PuLvb4Ne14anTM9fiIsVnx5O4xL7t9oqiln9abIVxpI5atIVQaMzfoWuM6Lw9VCn0uWkIVd06STsIKXM8/8gHp/iECrw5u0GFjs6pm8ji2hGJHUe5Kt48WGErmMR28oQLeacrKdOpOEUmBR5XSufuu2GaDEuc1k3tD0mNhmpR73XlZS2cczdTmb281xbmu4GdC14OA6zradiIsF7uUgenwjUB+KOIzFQSvDlqsiZuBNECu51GNfCbFnsGU4qmDkmEqSqBI3Xim1y3udsq0tNgLMvx1jShRdaHxjcb35HNQtVgvExRufe48xpr9uIp2COEDSqlrv+Hm7we+vfv33wN+if+/KtpAaBpUIp1WWCzxZSU/ty1qOJCibhVtpmXYEUtR0a0EJUQLh2rXUWKBcjdBeU3rxOPYR2+ipa2ER7y4pKjPN4x3lqyKmPphxuCmQBxtR2fzcVeILWwIUx3jwhbrrrobbA3exF1dA+hBPZKYW0n58IkiaKGTtamm7fOoI++ogtp6GAmYZ6yY/DSt4d5iyHa64v37N7i12uaVk13SqKWXiZw5BEUcOfK4IN2a8HA+YH7aQ9lAveUwK5HCKw/Ffhfem3j0XCzdmr6QYJprAZ959KAWX5Jp9MiU/3zJuf0JR72+sHA6dkaxSCiU0Ov0JEI1iMrPG0mKSQI+dyLqmKZUyxibtFgrTJymtHgnC0PwShYbLfDSmtUBXdEMsrjZTt2Xb6+ocssy5KQnkN/XHD64yP13DPm6/i0ArPbsjhad/FxTlMmGjWPTBt0L1E1GNJUBdRi12HMFRT+mXBiiqe4gJRl0u5503TIzUY/CJdY2AVYyNoPvmgwLxRWH7jdkvVrmH4sYdxYLdlsIk6JdJOKiuJDz1iXyt1qTbBS4A4fKZAi6WCYkhxa7kHPRlAqzUui18LGD7Nq887leBy0ooBT8W88TTA3D+3Lfckd+16WK5TmLqQVKMy6QLyTt6WQX2n4gmurNLnN2TbQSa2tXu5L62OSKwa2WvU+11ENLNTKcvLAtqTe16gyzFKFU+G44mR4LYyaeBdITR4gU5Zbh5uMqOl8eOrKrlPrYm37+0RDCj34Zv3cQQrgPEEK4r5Ta/1K/8NVVtAOEohRIpJehdraxcUyoa1SSEHbHNOMUl0pgr48UbSKQRTRvsYXDlC0+NujaocqWfF6TDhPqUUTQljaDektG1j6WKlo80XD+4imJaZncGhGfGqJF95rUGiPvTG1SNsVXefm/0EEuLntT1+0UZvEoEFZ5BM/uLiDpVIIsBBGEIRuhhLUebYQqaDoBiPcizw5eCs2sSHFe8407r/P0zgO+eSviQTPkoydXKNtI/C8ag3Mp1w5OudI/40PtE1SLBDVscH2NW4gMPfRbdOwEcwyCb7bn5LY4addfDW1jcLkme0UCiIsD6EU1O8Mlk2VGMU271Bgp7KZm48m8PiRhXOFzULEnzYUK51pNuYilQK9MF0Yr361ddZRA+yYMOvGbbsvrgNOBOGnpxbW46z1TEV5L6N+G0euBh7s502d7rFzMnfmIVRlL0PDcEs01yYk44rVXKrJ+JZ9RqzCFxgdLA+KJbgSGe7NLpHiwdAWwMaRH8sJcAlXn2UI3rw7jBh15Lu5M6cci8S+dpRkbpjspi2WKf5iia0VypjYcaJDzrBl2779LNxLuuaapLa40QsvL5XyLzyTEIJ4HvIFit0t93xZ1lF6ZTZGMz2THR5Dva3XQNTjdrsJHIsJqe925XYcukDiQnGrKg0B1vkGvDNFMYytZGOotsT9ou2HnDEU1SskPPT5SeAu9+4pmbjYDT7UeYLdS9N+8WEXLljYT2uTjOr5MnvZxCOHrH9uT/hbHV1nRDqgshSwFpQn9FPIE7j4kOIfPItq8w3q7gmkasIXHVLLtKvdTXKxJThuMVuiqxU4KychTKW2qsYVmdWBl21ZCb2tF6zT3D/fov242U2qXdp11EF6smUpU0zq3r01lK9jkHV+5m8VFc9UV6UcXnI/kZ1vIRSChLopq3IUeRDL4DM7QRpHEUNnAm4lNvlVixuOhPUtZNYofK7+e86MZ79y+y9AU7GcLTqseZWupG0tZWD5+9zJb/RX9TOThTWNwDfhYE5DhqCvsJskmdAIk06kC29qgO7EJbZfWo8EmMpQbJiVaBe7OU0yhye+oN4lRHn2Wkkgvf3QpW+CikuETOhBqg6oVplOzrlPEJZxYipVya+tQCSWmi9Tyi4jKKYY9YaOEoCjOW5Q39A4hJI5fO7uG1Z5FkVCvItRUCnY0FctPU0Eziih1IMpamm2xm8UrKMUhS3lxpdvML9ZKw1YRIo/LPNW2iGdMAXZq8KXGj0G9KYtTqcDRss+yjPFOkyYNu/0F270VZ/0eZRWx2k6h0BtL2RCBHzfoSPDx0GioZLjnnLxGU3eD0SWMXm+IFi0uMbS5kWIXIcwoL59rM2SjcG0ThM1SSxpPUNLlaycYtltbxWbQOoVuNd7C1ksO/7ri5G0RzVCi3HQjO9WQeHTqIHUEoEwjqj3F4rLCFmpDZ9TNo/N83fw0Ay8qXhWotzXFvmbydEbbCzRbDv7246s7/xseD5RS57su+zzw8Ev9wldX0dYatTV+5DGilNw27OLHYiOpIkGGB9qxtiKR7tsqmlyjWjCVk267aoSJogVGIUjatTcCeWTHnlkR0zQW+yCSi7eRLsbFnQxcd9tJLZ1BMPJYazOctveom9StbG/XAQMKNlmCKjzy8jZVQDePMGNZhBTegy8N3nZFSYWN14nqcD28eKsoD8uTHne9ZjddcSFTbMUrWm84U70Nzqu1p2giIu3IkkYc7ZzIrAExlqo0ptCbrqrti/xepOFiUOUrg6401baYSuWdUVOmJOldab/plHxXnNcJ8zIb6Pxhung1ZSA4jTcaIi+eFrDx6/adqtBnXoQ3AQkMaNZ4ssIH+YyUUwQfUQyjjbRdD2rKvW76HHveONsWy4HObOvNsOjaZMwuNE1sIW0xsaNJujAL9abZRucp4rKw2YmpVoFR0m13BVGHjtZXKsrIEnqO2JZkUSM0wlkPN4ml2Pc0w6wkNi2pFRZIaTxYyQldOxOyHsKtobaADGvWC0eH3dkiEE8bdNVurpl11qNu5XeboTBdCB10aDplYyuUWVMHdBPwtuP0S/CNNCeKDRQULRXpScvgRkxxoKnXu0YtC9Ua0ooiRxXkO3exBi07vTX/fd1ht7lQdEPqHnmrJJo66S6yrGU4Lh5HxZFa4v435fz9BPAngL/S/f0vv9QvfMmirZRKgQ8ASXf/fxpC+Mu/4T4K+GvA9wIr4E+GED7R/d9/Bvwwcgr9rRDCf9/d/u9NdSGyhDhCTYXXpEoh9Ie8B1bT9DvfbC0nVFBQ9zW6F1BOJuqmFlxbL2t0WROsxscWl1qavkzKTenJHyhs4clfOuHhe/apxy06FaqWqaWLbjM2F0E9VBu70qAedSk+YhOsYAsRQqRncnF7I4X+14XoKmGEBC2FO5kIrS4YqIZK1Immyzc0ocuKlGHQ2vc36A5SMYHoOKKeWT7FBW7mWzw9PqJna0apKCWd1+SxTEwXVcfKiBtqFagDMlSsNHYl3bGukYGZ9fhWwSQGK4HDqjQbloGKHatFQlnEXLgyAwtv6NCJVbrzxnfcWscGA7aF1BnTqf02Icy5FmGIFqzVayUXlJbPQBd6IwBSTomRFd2iZ4MUNg+rVULc2RPYfkWTttT7BirD7M5QOr9E+PQhCrR9j7froiyvMUwNdSqueTp2QjXzyGsxsnDYlbgfunz9pbAppEKf0xil6B1CtAwkZ9Ipqt3AvEyYnuaE2mBKjZ5r/MJyFDmyzrAqsS1xr6H2SrxX1idPUIRObYmSc2TNCglxwGVBdnoOiv0EVEI5ltzG5cVu8NidQ+vQA2cCzVgGpaYQuMTF3RwiyG5yzeH38aOdT3mtQVnPLABnMeMvwuCmWEsszksg8EpbsfytNS4VX/V6EctAvt9Qn4PqJCGeiP/3mrYLCtfT8v4ijzKOYP3Gl2adFvRYjsfUaSul/hEydNxVSt0B/jJSrH9cKfWngFvAH/hSj/PldNoV8DtCCAulVAT8slLqX4cQPvKm+/xu4Onuz/uAvwm8Tyn1NqRgvxeogZ9WSv1kCOEV/gOoLniPmi/l35GFlaymKiSEKKXNtEiv+12SynqQ7BTRMqAaiCcOWzowCp92OXJrSp4PqFYudB8ponnA9xPsUuGSTtywLYW27UlHYVdrIYR0HEH0FHKER3LvjQdDK0If7YLQ6ZwXg6tYTn7Wc0ktxSasGS2RwlagpnR4PZI3qOU1r5kL68LtNfhOUKSWCr8YcJwMODw/Is1rBlm5+VgXVULjDdOznsjsgdDKtlt36kOfiJx6DeuERYSZa9ITRbEfCK1Cl0oGwVqjnMWUimbksdccpYvwjSFeSkFdXwZr321bSveXnsmAOGiFSxTVUG8WvWB054kukI3q8NX/X3vvGivblt31/cacc73qtfc++5xz3y9Ddxoa0TY4JiSQoHQA0yQYMJEIISCsiDxsiZAQEEo+gKJEmCAlioJkWTxkhCLzEhKxEoj5YCcg7NiNsemm1eZ2u2/fe/v2ee1H7apazzlnPoy5Vu170w/f26d1z75dQyrtqtr1WHPVXGOO+R//8R8T1bLR82DGGpKk8x2cwEajxS7LEBOmaLvIe8qiZyMFQ6OqdmNvTbPsFasPwnBXxabGRhPmLMfnSYxpDMQk/eiiVX2L14T2lqV5Rdu6yaii2Bu8cdjGku3U0e+ehv6pHtqMbpPjZj2L0y3zvGPT5my2Jd1OZRWKsk961xqpxsQokVaQC8X7g9XFza88ce6hNZidIVsrxRXg8hWlEvariC8C5kQFzsKQfhSrjJ3QWczWYhshv1QcPdpr8z9NpdiBT42Q3U5oQ4afB/LbNfb5js3Tlr7OsA8y7v5sIF97Ng8zdk/lioUHR7/KNKfcCsORwR23ZM9vqI8KQlbgtrB6LWKbSH3b0h2lYqI0F7pbA0M10DbZ13Ql78oeH3vkP/gq//r4u/mcr+u0Y4wRGNNuWbq9cxTfA/y19NqfEpHjhM/8KuCnYoy6Nor8JPB70Fqld011YezVljnlavsAbQtFTnSG+tTSrVSaclyRy7PkDM684tqtXqzDstDebyOPzOjrbBPYPOfolsL8rYifJ8duU8eOheKWY9Y7OI2+Fm/2+NLQnFiCk2nLD0zVhGYUsO9VxEp8TNs+5YuPwwtuTGrKBMFokiXial1U+qVimBqaa4TT2eSwQnJg7R4zHpOl5rWCIS94sJjtRa8KZS5wnlNcGNw2fQ56YXYrdGGLTNV+XWfxZWT7gnZuLx6ZaYeh0aa+x/TCuitZZB00lvKh4qDR7bfTpofiUrvYD5XgM118R77zuFBkCUeVpNjoK4VBTJcWzm0qRun2cFW+jgxl+qwa/Mwy5Bl95ilyLas3ovj8UAaFEToDXojWIrlX/e9MudrtZUGoNa9holFigYGYqfaKdInrXKLFMa9HupMMbmuruL51GBeQk5Z+abj6SM/JYse3Ly4BeGu3ZFMVWBPITCBEYVm2zPKey13JkJo6QNIryXvqQgWkQu3I76n2S3AwzES51fMOltCdlxSvuek8X/1KDzPF6LKqJ8sG2iZXjD5C3GnC2KC/o2mVR+3qOH3GUCWkUhmBmiAsdTHONoLbWvzVnMFBOO2olg3V7SvuP1/BGxXP/eRA9VBobhn6hWhhzpAKti4d7ZXFv7wln/d0ywyiwedQXAROP93SnmT0c4NrFNK8/52O/jRiisfUJzJe8ztPiP2yMG0RscAngV8J/MUY40+/4yXPAa9fe/xGeu5TwH8vIqeoTMMngJEW88uiuojIHwX+KEBpl/t/mBQeZxmxygllps1vF4ljnbjEiy8NuI3HDKpFErK01RXtqp2kf/WvH2ELoTuCbN0h3UA0aT9vNNr0FVMEPLIWYmZwdcBVRp35AKANeG2n+Hq2DdhaWQ2+NAqxlDJpfY/HYvpU4ONSW69Bnbtt9W/p1GkNi32SxqTM/mi2T1Gn12izH5OmfXLog8UXhpBH/EK3mXHmGXqhONNFpzvSJOqYtbetikrZFnbPql4yjSFbm1REEglZSg4NompxAR7Vc24VO2Te096ye7aMpKRYHScopD1WR9Cnn3pK6LF/7Or9uSdCsd7DUuN5Kh95bWEVoVtZ2mNDyITuSmjnWjre9Za2zfCdneALsVFlCKLBXDhMn2EGaFZBeeZGZWO91XmEJ8mtJtohiVcddRz5WhUlh6fS3DrPNdH3kStu31rz4vKc3HhtfRYsToIWEDU5696pVkmuKoCLUpkvfbBTMwVrwM0b+sLSFBldL/hGC2dialTcXhbk9zNsHhlKaI9VxpXFoGyextDvLL412kB4rr+h9EL5QOdzfxTojyKbYpR1TUVkMV1zqd3cuPsZAw9g7+y/WNAvCs7vBp768EPc6SVfCk9z8hmYvzWAEa6edwypF7HbgvRCwxy/0gWmN5GrFy39wjG7ZxLsqJh+e2wYFlqZGbrHxR6J+8TYE2K/LKcdY/TAt4vIMfB3ReTXxBg/de0lX4nKHmOMnxGRHwR+HI3Wfx54V2BT4jr+MMBR/lSapdcOW0QTiTZha0kbQ1JlomkDZgiabEEdskSmDsshT/iwKEYaUtMEW4N0A6a+lrZOmGS4FkGDTs52Zcg36ph9rjCB7fV78quA6QK20eTnMMvAKJdc4tt3XyPrRUug45SAsa1igbbVC3GoDL7ScZpWI8299gITxp1tdScxzFOknyiGJGGjaCD2ulpIFvBlIBo7jStmEV/E1KUe2qCsh5gKeUwqbBhW2r4tWnVYMiYL88id2YbCauJOC4TSRW3Vv0ch9Qvcn+fRWY8Lz0iZvH6eXIJDyrOgW+OFmcaXbQbsrocQMF1BNIVWmdZC18nUvix6ZVmI3yfvRlEq0ys2na/RBOttiMs0fW0kmohgdEYHxYxxEazgAZ+baadkTNTGEluFePqLkvve0HtLmfVUrp8UHGOEPNOOO0O+dz7+WpXfWPXng7y9ZFs0aIkLr12WvcHUlvKRRt4TZFTq9k9ag9sYfK6Qjm0hOiF6qL6UeNXJIcdMuw8FpwvVde2dkO/nlU0w4LTLS79n9TDq7mNrePjUnDvHG8JzDZuriuqhkG0GigtDODWpNyn7LlOdAedT/kTzIvVthc6y3Zi/Qnc9XiWGH4tFvtmJyHdt74o9EmO8EJGfAL4bjaJHewN44drj54Evpff8ZRL5RkT+h/RaeA9UFy08ccQqV3W/qgTvic4wVHYf/SZH5yvojpxGtZVGWuKVlZGvtVzO5yr3GI2ovkaM5BuFIcxVA84mRodoufzoYFNxi6RM++4pQ31qOP10S/VmjXiFVvpVjm097rzBXO0gc5g6I64txQN17sMso76bTUwR4yHbBGwfp0YObuexjcfuBvJLC1Gpi5JograNlBdB8fZK+ztKSI4/aNFCyJkc4ih+L4MwiEppyqrXixnd/o+JqAmid5H2TpgEhmJwEKA/TlGojZPUrM09J8sdx1XNzPV8bn0KX5hz/Fk9nuaWJAepmK7xKAWyh3xkJ/QKdZhOE5jrF81EnTS9wiXZLpLtwrQzGXMCo5nLHfm6xjYLfJXRLUu6lWV3PmPkR5ud1fZYjUwa4uPfkKpXIcEyjVUoywKVh9lAMKpDHSO6LS/Qwq4i7brySOi1lZoR3QVljxx+7bi3KBSCGaV5baDIB9WvTjK6Q2qyQQSTBfJC/2+tLjz9YNP1iS6cmUzFOvbcUX05aeSkgMDnEDoh9o4iVUeaap8QjwZI1MWRgWJaTUjGhSdE6KNLeZ/UmaiHsTco7HdHwe151P4BzO57ygsYZnPe+lDGrTtXXH40ct/MKM4dxWWcAg0zkJoxaDOFkHZn/ZHHz4T2dmKnpErO7iSoBopEyB6T0x5P7BNkvxz2yB2gTw67Av4d4Aff8bK/B/yAiPwomoi8HKEPEbkbY7wvIi8Cvxf4jdfe866oLumA9BYiBKX9Sa/6ubYbqw/1Bw8G6lODRKOMBdEESX6liS5J0azyfYNGRpWhPdKII8xL/DJX+KETvFFHE11MF3bEJsU2n6odt8/mzA3kD3bYTQsRhmU2KbLRtMjVFhkGwuUVMq8o7pwS7THBCb40SIiYLjVw6PR73FWH2XXa2Hhekm0zikuFd1wbJwxagkbnodSrpz2W/dbVv/02YpEShZBZesB4mT7LdEkWsxuFsRQ2Ul2NVO13p8dVPctKK/fqq0L7MA6Gy13Fts35Qn9Kv8mZn2nl3FhQZFulVxKV54vRQg9NOjItrjJoGXw/y2hXMv3Ppd1HFHXsxaVPutPXcaKkTRM0gsyvIvO3hNpnqpFRhqljCyZiOv09EYUQ/EyTwACjvox0gvOqUhiPolLtWo1o42DIT2u8C/RzbTyQnwt1WWDuNsiL2i1nlBtwAkNn6a9yTG3xcw9LyJyfuuYYifQS6a9yQmNpWktfDTx9a81ioZrkpe0p7ICPwlk751NvPoN/WHLrn0Nx6RkqxY27ZZqrAtnaUFym39rr890qReECGNVZt62QnQkYS3MnQWpVUEplptxvTUyOHWq8RrtNmvNz1SI/z3KaE8f8XtTIv8y5yGYg0HxbSxNEGzH0QvVlhVSyq0g2E/wM7GwgbLKJzhoFwsJjX9oiAnOJmNSE+PFpj3DznDbwDPAjCdc2wN+MMf6YiPynADHGH0L7Hn8CeBWl/P2Ra+//OwnT7oHvv0bre9dUF4CYOXXW/QBBo+3mmQX9wmJbyJJGRzRaPtwfJTjDjE5Ai23yi07Vu0SIqfR9/Uo1Yaqmh91LC4bKYFpwWyGKSd3J04RIOCqSqsoyVWLbPpPjS0v51hbTDUhwDMsc0xS6QwCNJG4dT9i86ZWHHJ1+9qhTkm0GZPDawDhGYp4xJG2VbBuUxtjqpFJ8XFLUCWPj12Ge2kAFLfc1PRPMM25hTQ/FI4vpSItaKgIaE6CNslSGytAvwXz4ink20PaOIv1t78/IH1rydUqELaDNNclajLufAuUpJ6aM8rLlWjFURLw6adsopESMSBO59amWYZ7THTlN5nYqmTueM7fxRCtIjFosBYRVRRTBzzOC1Uq92f1IcSGsX9Hq0WjSFj8bF+Pk5C34IirGO4hyrAtlVNh16tSysxPtUCN3/S2MiQzLQJ1kCGxtGGqHyT3lrFNBLW9o6wyRSHHUIieRMu8nuMOaQJZ7bUIggXgqDCmULezAKlVMGtEGEnhHYQfulBs+8sw93lquuFifsnhd8whDCe3ttLNptXBl0skZoL4D/emgjnpnKB5qDiPbJTZPnpLgC/CLONUPjNLG4aTHFtqtRyQmoS2ZFqDdrGdzmtPczjn6HJSPoDHVVKAmUemQfu6pn1bosngknPyipz6zXH08EErP4lM6adsTkGjZVSX5rNfvGTVYHpvFm+e0Y4y/AHzHV3j+h67dj8D3f5X3/+av8vwj3iXVBWOIM92rxiKjvTOjW1maWwaftBfGYpexoGVkcNhGt9PFRSDbeEKpspBaEKMdQ7ZP64q++qVI9chz8Svc2+AWTTihW+qE6Y1JF9eghQapdL6vDHnhkKBZbT83+HKF+IjbafQoQ0B6reT0hSEUhqE0Ok/m+j0hN9g2IEMESqIT2iOncEem6oWabQ8UF2FKruYbSbixbtH97ZAWHEeOYva+TEmzoNzz8pEyTLJt1DEllgARts8Ydk/D8mOPeGmx5na55aKreO3yhBCEdptjWjNxr22jetTByrQwrL7oMR7qW2aCR3wu5JtAcZZE9I0uPOL1/Gilquj9R1dYa8iOZnruuoHoDN1Ti8R3T0waa/CV08SzU1gsZgZCpF0Zoks5j1ohFZVeTQt9qY7bJJ0L7RAeiUVUeqULCBDmXnHWiK7cLkKpvO0s8/S9RU5b4p2IT+pzpQ1YG3DW03QZfeuwmcrkPr280ubCVjvvXDTVJAJlU3JykXXayBmVLDhvKnZ9TtM72t7hbGBZtlPD40XRYr/9AQ9fXGLuFQp11bKHQBIjKNhUBPas9tg0l4VKDSdeenAjxVQrQ91OaIKdiomMB2kEeZhBzLTgKou0JwO4wHzVsKoaTmdb+hPLw+M5V/6I/AKqe+n6TPK//UL56u2tQP3cQHdisJ3F1ZH+rFSNG5u0Sqyee3svZ8hyuizAzCMufOUs23uxiAaJT5DdrIpISF1iHCEz1Led0uKyaw460c4ksQHita34uO32laVbOXVmuf66vlQanUSY3RumiAL2STPQ5J1W2O3ZC/uoVbnAtlP4IDpDjBFfWfqZ7BOKPiIuYhrAqkPxpdH35wmCGXfkS4MpjTIhSAtSpRxmnysf3baRMMgUfUYnMETdecwVsweQLDCsdKXJUySv5yzic12EbIJlbIJlohE2z1jqu9A/13JSaRfzL9dLznYz6jZT3euUyMsvYKzuFK9+YWKLMDpGIduBbVIE7yPiE985Km9dz3VIUTf6Q9Y1ZBkylFrJ6gMyeB2zTXi2EXAQnMEEr7oRYqbxGR8ZciFm++MaueLRaUGNJmATkyKIjm10UE4H4o15W0QXU2WedYEy16Sic9rtPXNeIaMoWnWa9xwlnnxmPKu85TjfYVMi0hAZck1SNkNG3ec0Q6TzFmcCQzDUfc7Z1Yyht4SzguzK0Hu493JDVg4sqhZnvfafnHXUlbY4C0WSg41g72tRVnuiImY293smDWB3qWTcwKil43bs5WftNSmBNBdBF0MQuj4jlJGdUbGtp+dXhHQe3ri1QLxq3E9CaWi9Q7YW2ruaGA/LyOZ5Le4ytSFUlvZ4n5cZq4BVd8YwSpmLe4yO9qZF2k+UidAvczbPZakAhqn6b0x4mEG3+jExdUZdaJNkRrfPaGeS7li3dJN3lIjbCfM3QXzk8tsymtOYvI5Go+LB1jKVU18XhOpWMvWdtOn7ooCvHO1Ku8HkV5pczC6SZmviiJsYya4MIU9sEiMTXSrYBNcM+6KR0SEGN9L4FCM1PmoEP/LC+0h5pm3W2ltWG8UfdQxzQyjyffl4piuc7lhU8yG/HIhGaO5aLn5VoHrhipeOLwlR+Pz5La5ePdECiFuDRmD3tJlrVuv36u+g4xtL1n2h5y3bRFytlam2TxCHNYhXdk2U8fzucxZm0xK3O+RoBb3XnIY14AN23RKqjOgShz4K/cLhK0N22WPrAV9kibcdtEmsjxSX0M8M22eVVdFlQiwC2ZFS64ZtPrG9JIjqqgyGvOqxq0C/zVRWNqJiWl7oI/SlMkKcDWTWY0U7E43NGJoh4/nFJS/MFCnsgyEk2GM75HTB0nvtA7rrMpo2Y+js1O5rhE/6xhE7gwkK41T3hMU/KtndhbOXC+rjmkWZ5lrlU6I+TruD9a9W5km26JiXmpNog56L4CAUiaIsKem7jZTnXnuuNlarVROX3tX7uel2KVfU6+4n3i9p5yVvfEfPs8s1d6otV89fclktCC6fFk8t3lERq9kXLd3KEqrAsIiEQiP8AW3dF40Wk42J9ZBrst1XusBOzYK/YYs3mz3yftsIZXRLrfQbV3lSVnn8MacIymrES0CpSplGFCHfC/ebTnWz83PhuX/4CLnY8Nofeon2WBsKiIkqKt8oLWxcFEyXNKcDk6Sr6dRpuTZqlJolyGOmuwFXR/KzFvPgQpOpg9etVwhY57RIaFERnUGGMJXYTy2e0jatO1ElQzMYTeyN4x5UC2IKlSA5xsjwRUddW+oPWY2obvXE1GpqXJjaO6pw2C8N2TanX2r3+sVLa14+OWPmen76X75M8VrBnV+M+DymrkD738g2EdvrjsI1erz9zEw7Gk0kp9/FCu5hR8zthNtHZ7SiMgSN2LtB8wD9oGJhTl+LNYR58bata0zc6RFeGSpDPM5wO43ih9l4DJq4zDae+ZcCiy9Z2mPL1QuGfmnoegN50ERt0nUxTRI42lq6mSO71WCrgbBxSCsUtSblgrNcXWZczj3lcUPuPHeXV5RWT5IzgduVliR+8tHz5Nazylo2Q866LXnr4RGhtdiH2rg3FAkvTw2p92ONMPeanMsDoTdsS0O7MYQiIkmK1tnAIkEmQ29TtSOaKEySsMt5gw+iqoaNwY5wYJtUADeR1ee24CN+kREyQ7YxxBVaBHW9+FASTp6kjqNVvnW1gbPP3ObyxYq7x1e8eHTBWdHxpjnRedgl/e/c4DYK1dkGumMz4e5up1i86WF+L5BtlF7bnFjaRASIpce68Pio1RHiTeRpP0mWbXpsn2n5bTnS1vbQyFiwMUa9Q6Wrf7bRhFw790QDi89qFru48JT3a4ZlzuufOKU7OqU/0io/GbWEkwSnYuKpQKVV1km72mO2kI7FaFIw2AxfanuuERYY5hny9AmmGZCzNXgPPhDbDrY7pG6QxBkX7zHj1iwo3osxFP4u3UmJq2SCfGwbyTYDph0Uy81tcoCCGQKLtyDbWXyZ0514WAy6hYxa/TfCG5hId6JJxGEWYa5Vgw92C7Ztzuk/KijPlKWRXwXmX9bIrTnVk2Dba3CG1/M3sld8rhCR8SR+ecB0AzFGhkWO6QN20yLdAE2nieY09rjZErsOY4x2J4qJPWQMDPo5ptuvHrZw2Mbp7iUVTRG1Sa/CTwbbxRQZetx2INtmNCeW7dYSCqt85iLxsQd1RLaH2Fp6X2oJe6aCXe5R2q5Hhbi6I0PrIr3zfO6yQiRydLLjznzDImtpfEZuPZdNxVvrFevzGWwd+ZmdiqWigdALwzxBNsth2vXFMfIPjuKoUY3xNmeY6U6L85zORmbHl5SlnpcLrwJUtlZGSMgjw9xy1lsNfBqruZokedqvQDXhlZZq0g5HBaI06T7uWINj0kCXXtu+mU7PX3ciuK1Q3hP63YI3niqJLz8ktwPVoqXeFJCYJv1cP3/cTboNyAylg7ZJbyvVZJcPGuqnSoaZFmP1C905h95i3GOqiByvvSfIbpTTlhgxjSfbRtpjoX2pxWSB0LhJonLxujD/siYbm1PH5ll1bOV5pBuEZmeJNqbGrZ5uZbn3ry6TGFHQaq9zFaL30RFTw9/8Uh1/fhVVjMqoM+5WvI3/3K1ISnOSsu4JuqmSeFXvaI8d1f0WW2XYh1dKA2xa3e4bo38HT2w7Yl0TvU5Ac7RCjo+4emVBP5dJAEs6yK6UZWHXTaI8OnCGYZETMjNxuhevQ1NbfGF1kjMmWlNT41TuPlY+Xr2c0x473qoq3NpSdVqA5HaB7Mpjeo+vHMVajzFbD7hNR8is7jScQVI2eOI+C2QjRi+C2TTkDy91zJdrglfnYI6WSa4gMUiMIe5qJMugyNW5G43MozMaxfuI6QbsoJ2MQqY0yn6hEWa2i1od6WCbO8wQKdY6X/L1oFxvUZgo5Mon95UkGE4Fl0wv5BdW8xBZYu7MYLZOSb1l2vlcOoJxMB+QPFC3GQ9YcFbP6AdL02a0lwUymFTsZPBj+7mocIGyg3Q++SFT3H2u6nbGBrJyoMx7Xj49Y3s35975ir52mPOc+FbJ5y6fhcKrsNJFRnGuwUfI0MIcbxmCJlylVwzfz0JquCx0J7B9Di4/VKig124/n32ehLiyVEWaRSRJ+Uaj8ySUAZkNdDPHUKmWuHnD8WZ/RwMHG4m9IduNkrp6bM1thWQmlcRUaBMskwqmffVNmo98WHXEl4m+mXtM9o7uR9+oHTDt925RhFBa3C6Qry1bhKLscfOW3a4ge1BhW6jud/jSMmo/+0Ij3xHbDqgjf/hRR7/aMwbcxqiI0wBUCqlIJ+TnZipGsZ1yqPuFJgNDrt9hmwSPj5UokqKl9FipbVrRGDJRrLYbwFkQUcfsvTZ4EIHMIXlG2O4AMFWFLOYMtxdpSyqU54Fsp9WWMkTcuk0iUrrAxSEkEazRQWpZuun0fn4pe+jF77W8s6vI/L6nObZpDBF3aSke6YuvU2DFxwmNkT6Sne008i0dweQwSq0a7V8QjVCce1ytzBCzqbVVHEAIhKYleo9dzNVh5zkEr4c5vq7XpIU4qzCL06rMmInCJlaQZthfbAlWGymGYx4EQIak+2yFbOMniV7bJ0XHBkZtl+g0qvQ2YlODgFFetrqXdhnlCDelilMXCUYTmM4G2s7R91ZlbQczOeyxIjOOxNqoUerIUhrlXaMVBiAWqlve1RlFNrBuS012el0VTZIckEeWbmkZVh7TKc1vhA3H60GCwiWQ6KB9khaeBQ1abMRHGHrDsE0aM2VI5azoKhxFLxirx64JXV1cXOHpg+Duu+m6cBuLD0KoPNJrJnjS65GYur+n6/5aRXrIoDiD/Gpg+6//Cnwp2jbNav7JpMXssfG0xx3dE2Q3y2k7wVeO2VsN1X2hPZmx+xC88sJ94nzLFy6eRrzF1YWWPo8l02nlVt1qxTvHvnXlfRhxleS/VP5UFD8bZTZtx8RVVvU5SQ150yRMBRni0+cmamG3Si3PHFRngfmr56w/eqpfmaJEMaKVncOgjnsxn8Zs5jPtzHN8hH/mFvVTJQgU68DqU2dI3RJuLQil8rdN55HeJ7rcgHlTqzBDfoIv3OSgx+4qmD07wKQS5HwTqV6/oj06xpcqil/dh+I8Mjb5bW6pMFa+llSCrrTG4bjCrlulMi41ylWoKhUi9ZHifMDWCc5oWsgyKHMYPHK5xhiFP+J2h8xnxKIEP0MenRO7XlvOhQC10agbTdAFMq3KswZ/rAIWtgt4Ee1H6BTvHnVaRtGv3R3lehfnWtjUrWTSlDYDkASY1GlGdVZoXUAoNDldXmg+wdUJSzcQfBIBaw1DzBjqjEnnujPK/U5JQdOrpkfIIyEl0YLI5FQnPRpUy0SCSZRV2JQFVy4S80R1Cxrh9tFQnGttQijMtPhMiojDmMA3iIsUZ0L5UBe1fg675w2+GDDlQFYM+MHQZyooNer1YKJO5TrpuxtUbKtUvB3A2oBddDQnjmhSExFJC9LgtHpSlC4bspgqK/Xx1FfVRJW5FVi8bim+cMb633yabpmKeooIMz3OoXP4+jG6tkOk/d5N5ToN2Tpitx0nny0JLufsdMaybDGrjrYucZskYxqScFIqgglOtanNIFOzAWU8qJDO9hmZtn0ShGwjk+TpSC9S9blEdWqYBJtsvyei2E6d21CpKJQvdau3+PQDANw2FcuEoJM8z5GyQCiYqAFGwDnEOSR1mO+XOb7UC7k49+rE6gYTPCbPEzzgVYulzIi5QiQxs1pKvzO41qpcq2dyTH6mF3NX6OKUr4GQonQvqQsPxFsq6+kLzRW0x5biwkwMmmihvlWRbwrVW+kj0QmmjwnK2UcsobS6yB0v9otXZjFVBc4S2w6pSrpnj/ClHr85qnQhWtfQdVpg5QMyDGAttumJzoIVZJbjS60wso2nCJGQG/qZwkRhpIeO3G4H3RJAVIhrZB6lKLc/SqX6XpDWTgUp0uscWbzekL1+RjiZs3vqWOeL17k2nETM2CLOBIbGKU5uAS9T0wczJJYKygaJLioVr0lOPWmO98tUCJQqc0Gjerdx2l+z1AKVkEWQUYwH/byVLjL5Ou0Oy310bZtUNr7Q5LrdCdk6Q4ZMI/MMinANrkg7gpGiOmr+mEHrC5pXArNVQ4yCs4Fwt6bLSsKV1eO3SbvmmmNWqCUqxTLlWjQCj9iTjuCF+Zchzkse/roIyw7jAtaob23XhcpLPDbKX5zgySfFbpTTHrf6vnIQNftfPjJcnC2o57lefLOgGsaJZmab1HwgaS8MyUFFq/MZlPERTZI7taoQaGttqcRI67NKKRpbLmUbyJo4MRX0ADXRNcw0+sx2CoWYHqoHkfDmW5gXn6N8UMMQwBmkHZRF4pxiCM7q7MsyvcWoTq3M6BeWoRCKy4Db9lCVyGpJ//SK6AzZWY1satjuiMtbCsH0pKg7YJuA6e2edy56kYUC2mONViQI1X1DLDLmbzS0qxnbZ7UT+7i1Vuei59LnQn6lrJFgddFb3zZkW8PydU+28WRrjZBCZtK2W0+8S/TIsMjxlcO0Hne80jH3PRQF9d2cbinYzrF8rSGIwzgLMdMo3WvxDbtax7taqryqtdgAMbcQlAduWsE2Bp9YPe2RIRZ7jFQlTXWR9ZX+9jYt/GHmKU8a2nWB1HaKNG3q0ehLS3a1YXjpNMnC6uLXnoCbq+jYWHRDkKkxgUkdZSbxpeQAJ0cr7FkYG+W3Vw91svVznbPNMwNhEQgRpSAOAlWEMjAkTXaNWCNhCb0XuluG4qF5mxZ4e5zos5Xqy7idMH8DiqswUWbbI5OaHOjjcSfLNQijfKg7zfp+wcVHMorntohElvOGK6BzBdQGbCpSGhI7J6DdoiPElWesLh0ZL2LUOb/+CcfijuE7bn+exjvWbcm98yVG4PbJhnneklv/eBr7Rg6JyG/EZIi4xqu86ixTjY4eaA29dRMuN6743uqEl3iNiC/7SWZE2SCjiJTpVeje7ZK4e5KehD0OOoobuSZi+zjpPY+c6ehgcGCsSoaaPk7Rk7lzSliUiseGAF1Q59S0TFKzea6JyGRRhJg7+luVLhABrZD0EaqSMMvplwoR2NJh+hxpWqTuIbP6/tLhKxUwGsvuzbXCID24dLFG6FaO+pkZ839xn/lpwdVLGhkNiXlhOn29zzX6GpI8gIRI/dSeAjZUBlsHXK/FL8rGEaKP6TfxSD9AqlwkxEkMLG5reOrO1JBCfCR785y4qJRZMlzjGRoh9gMyn01bWQmBiEV8AD+qFFoYPKb19DZXemTS2pZR/AumoqnoIA6JUWq1ibLJvba1s3avrhe1ECgOA8PMTkym9gTaFzuWVYcPQlPn+G2mDZ0FZUSkBg6TdsxUgSvTZwOTkp5POYesThH4IHTHFm+jMllS1/eY1P9iapYw7vBH9lq0caprGBeHmGsEj1e2x/K1qPrkqSDMdim4me1rB8bmvvFaAY7K+SYxs41hGAyZEzITdOHKPbHT2oI4MrRS8wTTK6TkJRUyaW5UIR9vcJnn+Zcecqvc4STgJNB7y+2jLcui4W61AaDzjxMeOWDa79mk7clfP6d9+Rb90tHPUrSytYRRitGPyl9661dMNDwl4DNl/CW1iZKoQkLZWsvYs6vEoKgVp9TWYilB1WlxSPVAr7JQaLFOrAwkRbhoQGrILwfMYLn4sGX7rLD4yNO0txzVvV4FoJoOBk9YX2GWi+SEC2Jh8ZVG2dFqZ3lfKnUt3ySRJCuEIsPPsqk03l7WKkzlrGLd5ZxhWRCtoZ/bPVc6bUfNQFIUVJw6PDVgXGD7gmWoHNVbC+avnjN//ja7p4V+pV3YtcmumQpO+rkKD7mGvRZFprsOVxvCLiVe+4CIJK0RhbjY1chScfqY2DPRRMwrL+CXBT61a8uvAmy2mqhN0BFtq1HQ4AmbLcZ7hUqyTJlGIRBLZZmoLrqBJNxldz3ZOqc7ztjd3ucdRj2N0Yn6Is29LFU2Vj0t0EmOqbVBr6she7RDnNOkZwbNncDHPvZLzFzHq+e3uapL4sOCfKtaJGPVqK33hVNjU1wziHZ3T5IMegAagAD0neYQsjpSnGvrtX6V0S+iJg8zZXDoomCm39z0Wo+gGPIeIhubV/hKX1Ocw/ytQLaLqJiXoatkklYZceZ+CcMLjdIPd5ovwSvl0fRJpa+MWAFjAlXWYY06wE1jkSFVlRaekAV8b7BXNkm8CmTgco8UA8Eb+m1Gu824H4V1UbKqGjLjeWax5jivmbuWy77iotXb47AIxMcUaYvId6NtGS3wl2KMf+69fM6NctoADIN2n6lUc6Sfq1OWlKlHIv0y4Avddo4l5cZrxKQXh+ArvWrqXBjmQnVfKM9haFR5znaJjzrXRgVj9eVQAQjDzKS2XxrGjDTAscv4qG09lEJ/OsAjh+0C26e1RZfpBu1xCXqxVyV0PebRJXE5pz0t6RfqaG0bVcWwV+6zbTz2Shs0mN5RPGowDy7wd0/wM4dZlth1jXQD7grtwOIdw8wxVAJJ/GeMsm0L2SU06ww/83DUU+eWL/3mFbMHKpVZPBIkGPqQpSg0auZ/FvBAfdvumxNciw6j0e8b9cHH52wzKJTTdilxGjFDIIogmaU/KlUwaK27q/Kt1COrbRUOaVrCeoPkGWIN9milidzBQ5Hr56aKU2l6qBt16AkzF2swuw53YZF+Sb+wdEtlZ6jU7YizJkrnec6VRFZHNUU+0FY99WWpPTKB7u4cOanY3bE0L3fceeqSp8orXtue8ODBCnaO8pF2BXI1k8wCvB0jNh2EGqXNuRRhWz3f2mRCKYDiNWHseqgeab/GfiHUT1lCGQhGHbfpVKlvLERzO5g9iJSPtOnAUAjtkcEXQpd2otkmzd+xObaN+EKreuvbCo30t3uyZYcT6C4LbCu4jXauH1kgvtSdRIxa5DNzPaUbsCbQNBl+l0FrUqFP0OYFs4B0Ao0h4Bii7nKiF2gsbmMIlzOu7vSczHfaBHnIOG8rtl3O+cVc4ZTHpqcdH0uknQT3/iLwW1F56p8Rkb8XY/wX7/azbpbTNgJlga0HMmuQwe2Fb6bXQJRUPZZHYpbkJZskBXqu0VNL4tha1d0YKuVyu0a1rCVEuqWdurIHs0+2DSX0i708pErCBsBMHajFM3WnGRvCDqXVBgVdUO2MvgdrkDyHridutsisQgaPL8xUCGI8mDoVo/QBu+0wu3aCUXzl4HTFsMwnGVHnoybpml5xcioQwe3sxKKZ6H6RSTM8tokFkAeaO7rPz69SMtarwyBCd6R0LQ0XVZg+jGX2Iz47anpYjfrGLvUmCWVNpegxYnqPaTzivS4yQ9Ac7ToxTda1JicB8lwZJJnmNhCBPHs7ZAKpcCnh4yHssfLgoSjA6g5AtVYCtreE1J8S+P91X/GbjF3hcdazKFu8N0SbE4HmRJN17bGQLzsWRUvtM+oh036bXVLM2+pObUx++iIlQnMmNcpgEl00JLYH+lwwkZiU9mwSKDMp3xIthFYXHO/3MJgM6rB1LArV2U6wrd2rKfaAxL1OuOh3SBD6QoOW3R1tpNGdBEIVcIse5wLNw4rigSPb6LVVngVCrrmf7kh3snWT0VcaxTgJFHYgzwfq1iKD1Xk3BhEjS7PTVm7BWP0NU89SV8u0+wlRqPuML1+uaHcZobWJPsjE+X4c9pgSkd8FvBpj/DxAkrH+HuBdO22JTxid5WuZiDyAx5Nf+AbtNvDw/T6Ix2CHcTxZdhjH47WXYox3vpEPEJG/j47n61kJNNce/3DqujV+zu8DvjvG+B+nx/8R8BtijD/wbo/pRkXa3+gP8LhMRH42xvid7/dxfKN2GMeTZYdxPHkWY/zux/RRXyn0f08Rs/n6LznYwQ52sIN9g/YGX6Ul47u1g9M+2MEOdrBvvv0M8CEReUVEcuD3oy0X37XdKHjkCbIf/vovuRF2GMeTZYdxfEAtxjiIyA8A/wCl/P2VGOOn38tn3ahE5MEOdrCDfavbAR452MEOdrAbZAenfbCDHexgN8i+5Zy2iFgR+TkR+bH0+NtF5KdE5J+JyM+KyHel5zMR+RER+eci8hkR+dPXPuPXp+dfFZH/RURVKESkEJG/kZ7/aRF5+dp7/rCI/Mt0+8PfhHF8TET+STqu/11EVtde+6fTMX1WRH77TRyHiPxWEflkev6TIvJv38RxXHv9iyKyEZE/cVPHISK/Nv3v0+n/5ZMyjg+0xRi/pW7Afwn8b8CPpcf/F/A70v1PAD+R7v8B4EfT/RnwBeDl9Pj/BX4jyr38P6+9/z8Hfijd//3A30j3bwGfT39P0v2TxzyOnwH+rXT/+4D/Lt3/1cDPAwXwCvA5wN7AcXwH8Gy6/2uAN699xo0Zx7XX/x3gbwF/4iaOAyUx/ALwsfT49EmaVx/k27dUpC0izwO/E/hL156OwBg9HLHnTkZgLiIOqIAOWIvIM8AqxvhPos64vwb87vSe7wF+JN3/28DHU5Tx24EfjzGexRjPgR8H3jNp/6uM418B/u90/8eB7712TD8aY2xjjL8EvAp8100bR4zx52KM42/zaaBMkduNGkd6/e9GHdOnrz1308bx24BfiDH+PECM8VGM0T8J4/ig27eU0wb+Z+BPotpRo/0XwP8oIq8DfwEYYZC/DWyBt4AvAn8hxngGPIcS5Ud7Iz1H+vs6KMUHuEQjkOn5r/CexzWOTwG/K93/99kT+b/ad9+0cVy37wV+LsbY3rRxiMgc+FPAn33HZ9yocQAfBqKI/AMR+aci8iefoHF8oO1bxmmLyL8L3I8xfvId//rPgD8eY3wB+OPAX07Pfxfa9e5ZFFb4r0Tk2/ja5ahf7X+PrYT1a4zj+4DvF5FPAkt0Z/Bej+lJHMf4vo8CPwj8J1/nWL/W/97PcfxZ4H+KMW7e+VFf45iexHE44DcB/2H6+3tE5ONf55i+6eP4VrBvpeKafwP4XSLyCVTcZSUifx3494A/ll7zt9hvDf8A8PdjjD1wX0T+MfCdwP+DlqCOdr0cdSxVfSPBKkfAWXr+t7zjPT/xOMcRY/yD6JYVEfkwus29fkzvPN43btg4xu373wX+UIzxc9eO9SaN4zcAv09E/jxwDAQRaVCM+yaN4w3gJ2OMD9P//g/g1wF//X0exwff3m9Q/f24oRNkTLR8Bvgt6f7HgU+m+38K+KtoFDBHJRR/bfrfzwD/GvtEyyfS89/P2xMtfzPdvwX8EppkOUn3bz3mcdxNfw2KI35fevxR3p6I/Dz7hNFNGsdxGsf3foX335hxvOP1f4a3JyJvzDjS9/1TNEnvgH8I/M4naRwf1Nv7fgDvy6DfPil/E/DJ5BB+Gvj16fkFGnl/GnXY//W1938nivV9Dvhf2VeWluk9r6IZ9G+79p7vS8+/CvyRb8I4/hjwi+n258ZjSv/7b9KxfpaUyb9p4wD+WzTH8M+u3e7etHG84/V/hrc77Rs1DuAPotfHp4A//6SN44N6O5SxH+xgBzvYDbJvmUTkwQ52sIN9EOzgtA92sIMd7AbZwWkf7GAHO9gNsoPTPtjBDnawG2QHp32wgx3sYDfIDk77YAc72MFukB2c9sEOdrCD3SD7/wDU4KZVP0gX5AAAAABJRU5ErkJggg=="
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 等值线"
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [
    "C = plt.contour(X, Y, Z, 8, colors='black')  # 生成等值线图\r\n",
    "plt.contourf(X, Y, Z, 8,)\r\n",
    "plt.colorbar()\r\n"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x2375b47da00>"
      ]
     },
     "metadata": {},
     "execution_count": 18
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ],
      "image/png": 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"
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  "language_info": {
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   "nbconvert_exporter": "python",
   "file_extension": ".py"
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   "display_name": "Python 3.8.10 64-bit ('geo-env': conda)"
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}